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+ }, + { + "cell_type": "code", + "execution_count": 101, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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indexLMseedftclsseeddatasetF1_scorelossaccuracy
000ft-seed02test0.5645160.4304450.8920
11200ft-seed02valid0.4166670.4225630.8839
260ft-seed03test0.5925930.4165330.8900
31260ft-seed03valid0.4606740.4344160.8863
4120ft-seed04test0.6065570.4814380.9040
\n", + "
" + ], + "text/plain": [ + " index LMseed ft clsseed dataset F1_score loss accuracy\n", + "0 0 0 ft-seed0 2 test 0.564516 0.430445 0.8920\n", + "1 120 0 ft-seed0 2 valid 0.416667 0.422563 0.8839\n", + "2 6 0 ft-seed0 3 test 0.592593 0.416533 0.8900\n", + "3 126 0 ft-seed0 3 valid 0.460674 0.434416 0.8863\n", + "4 12 0 ft-seed0 4 test 0.606557 0.481438 0.9040" + ] + }, + "execution_count": 101, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = pd.read_csv(\"valvstest-fixed.tsv\", sep=\"\\t\")\n", + "# fix issue in the data accuracy is actually F1_batch_avg\n", + "#df = df.rename(columns={\"accuracy\": \"F1_batch_avg\"})\n", + "df[\"dataset\"]=df[\"dataset\"].str.strip()\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(count 240.000000\n", + " mean 0.454483\n", + " std 0.086787\n", + " min 0.271477\n", + " 25% 0.405409\n", + " 50% 0.440903\n", + " 75% 0.498287\n", + " max 0.787635\n", + " Name: loss, dtype: float64, count 240.000000\n", + " mean 0.499472\n", + " std 0.067876\n", + " min 0.379310\n", + " 25% 0.441921\n", + " 50% 0.483615\n", + " 75% 0.565879\n", + " max 0.636704\n", + " Name: F1_score, dtype: float64)" + ] + }, + "execution_count": 102, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[\"loss\"].describe(), df[\"F1_score\"].describe()" + ] + }, + { + "cell_type": "code", + "execution_count": 103, + "metadata": {}, + "outputs": [], + "source": [ + "df['model_name'] = df[\"LMseed\"].map(str)+ \"-\"+df[\"ft\"]+\"-\"+df[\"clsseed\"].map(str)" + ] + }, + { + "cell_type": "code", + "execution_count": 111, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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F1_scorelossaccuracy
datasettestvalidtestvalidtestvalid
model_name
1-ft-seed1-40.5836300.3793100.3816650.3689080.8830.8720
0-noft-40.5405410.3813950.5173590.5903510.8470.8424
1-noft-30.5643150.3866670.4803630.4795770.8950.8910
1-ft-seed1-210.5827810.3886260.3617390.3979970.8740.8472
1-noft-40.5821920.3932580.3984340.4107910.8780.8720
\n", + "
" + ], + "text/plain": [ + " F1_score loss accuracy \n", + "dataset test valid test valid test valid\n", + "model_name \n", + "1-ft-seed1-4 0.583630 0.379310 0.381665 0.368908 0.883 0.8720\n", + "0-noft-4 0.540541 0.381395 0.517359 0.590351 0.847 0.8424\n", + "1-noft-3 0.564315 0.386667 0.480363 0.479577 0.895 0.8910\n", + "1-ft-seed1-21 0.582781 0.388626 0.361739 0.397997 0.874 0.8472\n", + "1-noft-4 0.582192 0.393258 0.398434 0.410791 0.878 0.8720" + ] + }, + "execution_count": 111, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfp = df.pivot(index=\"model_name\", columns=\"dataset\", values=[\"F1_score\", \"loss\", \"accuracy\"]).sort_values((\"F1_score\",\"valid\"))\n", + "dfp.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 105, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 105, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "dfp.sort_values((\"loss\",\"valid\"))[\"loss\"].plot()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### There is corellation Loss on valid & test" + ] + }, + { + "cell_type": "code", + "execution_count": 107, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "xy=dfp.sort_values((\"loss\",\"valid\"))\n", + "ax = plt.plot(xy[\"loss\"]['valid'], xy[\"loss\"]['test'])" + ] + }, + { + "cell_type": "code", + "execution_count": 108, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "xy=dfp.sort_values((\"loss\",\"valid\"))\n", + "ax = plt.plot(xy[\"loss\"]['valid'], xy[\"F1_score\"]['valid'])" + ] + }, + { + "cell_type": "code", + "execution_count": 112, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "xy=dfp.sort_values((\"accuracy\",\"valid\"))\n", + "ax = plt.plot(xy[\"accuracy\"]['valid'], xy[\"accuracy\"]['test'])" + ] + }, + { + "cell_type": "code", + "execution_count": 113, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "xy=dfp.sort_values((\"accuracy\",\"valid\"))\n", + "ax = plt.plot(xy[\"accuracy\"]['valid'], xy[\"F1_score\"]['test'])" + ] + }, + { + "cell_type": "code", + "execution_count": 114, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "xy=dfp.sort_values((\"accuracy\",\"valid\"))\n", + "ax = plt.plot(xy[\"accuracy\"]['valid'], xy[\"F1_score\"]['valid'])" + ] + }, + { + "cell_type": "code", + "execution_count": 115, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "xy=dfp.sort_values((\"loss\",\"valid\"))\n", + "ax = plt.plot(xy[\"loss\"]['valid'], xy[\"F1_score\"]['test'])" + ] + }, + { + "cell_type": "code", + "execution_count": 116, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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F1_scorelossaccuracy
datasettestvalidtestvalidtestvalid
model_name
0-noft-200.5951560.4827590.4153610.3920130.8830.8934
1-ft-seed1-170.5680930.4844720.5617450.4144610.8890.9017
0-ft-seed1-60.5000000.4964540.6066560.4511020.8840.9159
0-ft-seed0-190.5130430.4967320.5486600.4328500.8880.9088
1-ft-seed1-80.6367040.5176470.2979930.2861430.9030.9028
\n", + "
" + ], + "text/plain": [ + " F1_score loss accuracy \n", + "dataset test valid test valid test valid\n", + "model_name \n", + "0-noft-20 0.595156 0.482759 0.415361 0.392013 0.883 0.8934\n", + "1-ft-seed1-17 0.568093 0.484472 0.561745 0.414461 0.889 0.9017\n", + "0-ft-seed1-6 0.500000 0.496454 0.606656 0.451102 0.884 0.9159\n", + "0-ft-seed0-19 0.513043 0.496732 0.548660 0.432850 0.888 0.9088\n", + "1-ft-seed1-8 0.636704 0.517647 0.297993 0.286143 0.903 0.9028" + ] + }, + "execution_count": 117, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dfp.sort_values((\"F1_score\",\"valid\")).tail()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python [conda env:fastaiv1]", + "language": "python", + "name": "conda-env-fastaiv1-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": 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model_dir_parentmodel_nametest Accuracytest F1 score bintest Kappa Lineartest Losstest Matthews Correfftest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Kappa Linearvalid Lossvalid Matthews Correffvalid Precisionvalid Recall
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test Accuracytest F1 score bintest Kappa Lineartest Losstest Matthews Correfftest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Kappa Linearvalid Lossvalid Matthews Correffvalid Precisionvalid Recall
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model_dir_parentmodel_nametest Accuracytest F1 score bintest Kappa Lineartest Losstest Matthews Correfftest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Kappa Linearvalid Lossvalid Matthews Correffvalid Precisionvalid Recallarchds
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79data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-...0.8860.495575NaN0.449501NaN0.6086960.4179100.9203980.578947NaN0.289560NaN0.5238100.647059lstm_ft20_cl8reddit
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81data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-...0.8990.558952NaN0.444723NaN0.6736840.4776120.9243780.600000NaN0.322416NaN0.5428570.670588lstm_ft20_cl8reddit
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83data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-...0.8920.546218NaN0.457810NaN0.6250000.4850750.9283580.617021NaN0.314275NaN0.5631070.682353lstm_ft20_cl8reddit
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85data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-...0.8980.552632NaN0.439562NaN0.6702130.4701490.9363180.632184NaN0.259310NaN0.6179770.647059lstm_ft20_cl8reddit
86data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-...0.8980.544643NaN0.465242NaN0.6777780.4552240.9203980.587629NaN0.364343NaN0.5229360.670588lstm_ft20_cl8reddit
87data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-...0.9060.584071NaN0.447657NaN0.7173910.4925370.9233830.579235NaN0.327854NaN0.5408160.623529lstm_ft20_cl8reddit
88data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-...0.8950.541485NaN0.481187NaN0.6526320.4626870.9253730.590164NaN0.334556NaN0.5510200.635294lstm_ft20_cl8reddit
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90data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-...0.9010.543779NaN0.434235NaN0.7108430.4402980.9313430.614525NaN0.305361NaN0.5851060.647059lstm_ft20_cl8reddit
91data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-...0.8980.595238NaN0.507020NaN0.6355930.5597020.9194030.588832NaN0.394445NaN0.5178570.682353lstm_ft20_cl8reddit
92data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-...0.8910.506787NaN0.460268NaN0.6436780.4179100.9203980.555556NaN0.354573NaN0.5263160.588235lstm_ft20_cl8reddit
93data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-...0.8960.518519NaN0.453971NaN0.6829270.4179100.9233830.583784NaN0.324631NaN0.5400000.635294lstm_ft20_cl8reddit
94data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-...0.8910.515556NaN0.519612NaN0.6373630.4328360.9263680.593407NaN0.347545NaN0.5567010.635294lstm_ft20_cl8reddit
95data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-...0.9080.613445NaN0.444260NaN0.7019230.5447760.9174130.574359NaN0.354521NaN0.5090910.658824lstm_ft20_cl8reddit
96data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-...0.8930.608059NaN0.512180NaN0.5971220.6194030.8975120.546256NaN0.474846NaN0.4366200.729412lstm_ft20_cl8reddit
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99data/hate/pl-10-reddit/models/sp25klstm_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-...0.8880.513043NaN0.464349NaN0.6145830.4402980.9263680.579545NaN0.261940NaN0.5604400.600000lstm_ft20_cl8reddit
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data/hate/pl-10-reddit/models/sp25k \n", + "317 data/hate/pl-10-reddit/models/sp25k \n", + "318 data/hate/pl-10-reddit/models/sp25k \n", + "319 data/hate/pl-10-reddit/models/sp25k \n", + "320 data/hate/pl-10-reddit/models/sp25k \n", + "321 data/hate/pl-10-reddit/models/sp25k \n", + "322 data/hate/pl-10-reddit/models/sp25k \n", + "323 data/hate/pl-10-reddit/models/sp25k \n", + "324 data/hate/pl-10-reddit/models/sp25k \n", + "325 data/hate/pl-10-reddit/models/sp25k \n", + "326 data/hate/pl-10-reddit/models/sp25k \n", + "327 data/hate/pl-10-reddit/models/sp25k \n", + "328 data/hate/pl-10-reddit/models/sp25k \n", + "329 data/hate/pl-10-reddit/models/sp25k \n", + "330 data/hate/pl-10-reddit/models/sp25k \n", + "331 data/hate/pl-10-reddit/models/sp25k \n", + "332 data/hate/pl-10-reddit/models/sp25k \n", + "333 data/hate/pl-10-reddit/models/sp25k \n", + "334 data/hate/pl-10-reddit/models/sp25k \n", + "335 data/hate/pl-10-reddit/models/sp25k \n", + "\n", + " model_name test Accuracy \\\n", + 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lstm_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-... 0.896 \n", + ".. ... ... \n", + "306 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-5... 0.901 \n", + "307 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-5... 0.890 \n", + "308 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.900 \n", + "309 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.893 \n", + "310 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.897 \n", + "311 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.895 \n", + "312 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.899 \n", + "313 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.889 \n", + "314 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.893 \n", + "315 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.891 \n", + "316 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.873 \n", + "317 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.891 \n", + "318 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.900 \n", + "319 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.895 \n", + "320 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.886 \n", + "321 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.893 \n", + "322 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.892 \n", + "323 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.904 \n", + "324 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.894 \n", + "325 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.902 \n", + "326 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.901 \n", + "327 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.888 \n", + "328 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.901 \n", + "329 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.887 \n", + "330 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.893 \n", + "331 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.895 \n", + "332 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.895 \n", + "333 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.894 \n", + "334 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.899 \n", + "335 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.906 \n", + "\n", + " test F1 score bin test Kappa Linear test Loss test Matthews Correff \\\n", + "76 0.492891 NaN 0.500168 NaN \n", + "77 0.561702 NaN 0.496962 NaN \n", + "78 0.519480 NaN 0.463098 NaN \n", + "79 0.495575 NaN 0.449501 NaN \n", + "80 0.587234 NaN 0.509811 NaN \n", + "81 0.558952 NaN 0.444723 NaN \n", + "82 0.555556 NaN 0.473386 NaN \n", + "83 0.546218 NaN 0.457810 NaN \n", + "84 0.542222 NaN 0.534131 NaN \n", + "85 0.552632 NaN 0.439562 NaN \n", + "86 0.544643 NaN 0.465242 NaN \n", + "87 0.584071 NaN 0.447657 NaN \n", + "88 0.541485 NaN 0.481187 NaN \n", + "89 0.506912 NaN 0.506958 NaN \n", + "90 0.543779 NaN 0.434235 NaN \n", + "91 0.595238 NaN 0.507020 NaN \n", + "92 0.506787 NaN 0.460268 NaN \n", + "93 0.518519 NaN 0.453971 NaN \n", + "94 0.515556 NaN 0.519612 NaN \n", + "95 0.613445 NaN 0.444260 NaN \n", + "96 0.608059 NaN 0.512180 NaN \n", + "97 0.556962 NaN 0.519183 NaN \n", + "98 0.564516 NaN 0.528106 NaN \n", + "99 0.513043 NaN 0.464349 NaN \n", + "100 0.575107 NaN 0.435515 NaN \n", + "101 0.601626 NaN 0.512516 NaN \n", + "102 0.530973 NaN 0.515985 NaN \n", + "103 0.562771 NaN 0.452660 NaN \n", + "104 0.488479 NaN 0.503330 NaN \n", + "105 0.547826 NaN 0.465411 NaN \n", + ".. ... ... ... ... \n", + "306 0.595918 NaN 0.453026 NaN \n", + "307 0.576923 NaN 0.412375 NaN \n", + "308 0.576271 NaN 0.458157 NaN \n", + "309 0.552301 NaN 0.526710 NaN \n", + "310 0.542222 NaN 0.378023 NaN \n", + "311 0.549356 NaN 0.502734 NaN \n", + "312 0.542986 NaN 0.484061 NaN \n", + "313 0.561265 NaN 0.478323 NaN \n", + "314 0.559671 NaN 0.460062 NaN \n", + "315 0.532189 NaN 0.520550 NaN \n", + "316 0.548043 NaN 0.401640 NaN \n", + "317 0.528139 NaN 0.489808 NaN \n", + "318 0.568965 NaN 0.445748 NaN \n", + "319 0.567901 NaN 0.542561 NaN \n", + "320 0.508621 NaN 0.528722 NaN \n", + "321 0.590038 NaN 0.384665 NaN \n", + "322 0.534483 NaN 0.502705 NaN \n", + "323 0.586207 NaN 0.488476 NaN \n", + "324 0.558333 NaN 0.466521 NaN \n", + "325 0.566372 NaN 0.447245 NaN \n", + "326 0.592593 NaN 0.429450 NaN \n", + "327 0.521367 NaN 0.500936 NaN \n", + "328 0.602410 NaN 0.490258 NaN \n", + "329 0.502203 NaN 0.516663 NaN \n", + "330 0.548523 NaN 0.473883 NaN \n", + "331 0.588235 NaN 0.490045 NaN \n", + "332 0.549356 NaN 0.458278 NaN \n", + "333 0.558333 NaN 0.485095 NaN \n", + "334 0.607004 NaN 0.308932 NaN \n", + "335 0.614754 NaN 0.471272 NaN \n", + "\n", + " test Precision test Recall valid Accuracy valid F1 score bin \\\n", + "76 0.675325 0.388060 0.923383 0.569832 \n", + "77 0.653465 0.492537 0.930348 0.627660 \n", + "78 0.618557 0.447761 0.921393 0.594872 \n", + "79 0.608696 0.417910 0.920398 0.578947 \n", + "80 0.683168 0.514925 0.927363 0.609626 \n", + "81 0.673684 0.477612 0.924378 0.600000 \n", + "82 0.650000 0.485075 0.927363 0.617801 \n", + "83 0.625000 0.485075 0.928358 0.617021 \n", + "84 0.670330 0.455224 0.922388 0.585106 \n", + "85 0.670213 0.470149 0.936318 0.632184 \n", + "86 0.677778 0.455224 0.920398 0.587629 \n", + "87 0.717391 0.492537 0.923383 0.579235 \n", + "88 0.652632 0.462687 0.925373 0.590164 \n", + "89 0.662651 0.410448 0.925373 0.585635 \n", + "90 0.710843 0.440298 0.931343 0.614525 \n", + "91 0.635593 0.559702 0.919403 0.588832 \n", + "92 0.643678 0.417910 0.920398 0.555556 \n", + "93 0.682927 0.417910 0.923383 0.583784 \n", + "94 0.637363 0.432836 0.926368 0.593407 \n", + "95 0.701923 0.544776 0.917413 0.574359 \n", + "96 0.597122 0.619403 0.897512 0.546256 \n", + "97 0.640777 0.492537 0.921393 0.590674 \n", + "98 0.614035 0.522388 0.915423 0.581281 \n", + "99 0.614583 0.440298 0.926368 0.579545 \n", + "100 0.676768 0.500000 0.922388 0.585106 \n", + "101 0.660714 0.552239 0.917413 0.599034 \n", + "102 0.652174 0.447761 0.928358 0.600000 \n", + "103 0.670103 0.485075 0.924378 0.595745 \n", + "104 0.638554 0.395522 0.931343 0.596491 \n", + "105 0.656250 0.470149 0.923383 0.579235 \n", + ".. ... ... ... ... \n", + "306 0.657658 0.544776 0.923383 0.592593 \n", + "307 0.595238 0.559702 0.901493 0.543779 \n", + "308 0.666667 0.507463 0.920398 0.583333 \n", + "309 0.628571 0.492537 0.923383 0.579235 \n", + "310 0.670330 0.455224 0.928358 0.612903 \n", + "311 0.646465 0.477612 0.917413 0.569948 \n", + "312 0.689655 0.447761 0.928358 0.586207 \n", + "313 0.596639 0.529851 0.912438 0.555556 \n", + "314 0.623853 0.507463 0.916418 0.575758 \n", + "315 0.626263 0.462687 0.924378 0.586957 \n", + "316 0.523810 0.574627 0.890547 0.549180 \n", + "317 0.628866 0.455224 0.917413 0.556150 \n", + "318 0.673469 0.492537 0.922388 0.580645 \n", + "319 0.633027 0.514925 0.922388 0.589474 \n", + "320 0.602041 0.440298 0.921393 0.586387 \n", + "321 0.606299 0.574627 0.906468 0.572727 \n", + "322 0.632653 0.462687 0.922388 0.561798 \n", + "323 0.693878 0.507463 0.922388 0.589474 \n", + "324 0.632075 0.500000 0.923383 0.592593 \n", + "325 0.695652 0.477612 0.917413 0.546448 \n", + "326 0.660550 0.537313 0.915423 0.554974 \n", + "327 0.610000 0.455224 0.923383 0.583784 \n", + "328 0.652174 0.559702 0.914428 0.574257 \n", + "329 0.612903 0.425373 0.922388 0.580645 \n", + "330 0.631068 0.485075 0.924378 0.604167 \n", + "331 0.619835 0.559702 0.914428 0.590476 \n", + "332 0.646465 0.477612 0.916418 0.584158 \n", + "333 0.632075 0.500000 0.928358 0.600000 \n", + "334 0.634146 0.582090 0.919403 0.608696 \n", + "335 0.681818 0.559702 0.917413 0.574359 \n", + "\n", + " valid Kappa Linear valid Loss valid Matthews Correff valid Precision \\\n", + "76 NaN 0.336440 NaN 0.542553 \n", + "77 NaN 0.358982 NaN 0.572816 \n", + "78 NaN 0.351481 NaN 0.527273 \n", + "79 NaN 0.289560 NaN 0.523810 \n", + "80 NaN 0.393536 NaN 0.558824 \n", + "81 NaN 0.322416 NaN 0.542857 \n", + "82 NaN 0.381014 NaN 0.556604 \n", + "83 NaN 0.314275 NaN 0.563107 \n", + "84 NaN 0.375518 NaN 0.533981 \n", + "85 NaN 0.259310 NaN 0.617977 \n", + "86 NaN 0.364343 NaN 0.522936 \n", + "87 NaN 0.327854 NaN 0.540816 \n", + "88 NaN 0.334556 NaN 0.551020 \n", + "89 NaN 0.353671 NaN 0.552083 \n", + "90 NaN 0.305361 NaN 0.585106 \n", + "91 NaN 0.394445 NaN 0.517857 \n", + "92 NaN 0.354573 NaN 0.526316 \n", + "93 NaN 0.324631 NaN 0.540000 \n", + "94 NaN 0.347545 NaN 0.556701 \n", + "95 NaN 0.354521 NaN 0.509091 \n", + "96 NaN 0.474846 NaN 0.436620 \n", + "97 NaN 0.382168 NaN 0.527778 \n", + "98 NaN 0.360472 NaN 0.500000 \n", + "99 NaN 0.261940 NaN 0.560440 \n", + "100 NaN 0.344719 NaN 0.533981 \n", + "101 NaN 0.362585 NaN 0.508197 \n", + "102 NaN 0.293562 NaN 0.568421 \n", + "103 NaN 0.321803 NaN 0.543689 \n", + "104 NaN 0.286096 NaN 0.593023 \n", + "105 NaN 0.317424 NaN 0.540816 \n", + ".. ... ... ... ... \n", + "306 NaN 0.369372 NaN 0.538462 \n", + "307 NaN 0.341758 NaN 0.446970 \n", + "308 NaN 0.343866 NaN 0.523364 \n", + "309 NaN 0.376918 NaN 0.540816 \n", + "310 NaN 0.245958 NaN 0.564356 \n", + "311 NaN 0.366041 NaN 0.509259 \n", + "312 NaN 0.292909 NaN 0.573034 \n", + "313 NaN 0.371474 NaN 0.486726 \n", + "314 NaN 0.314330 NaN 0.504425 \n", + "315 NaN 0.342852 NaN 0.545455 \n", + "316 NaN 0.359008 NaN 0.421384 \n", + "317 NaN 0.327826 NaN 0.509804 \n", + "318 NaN 0.303262 NaN 0.534653 \n", + "319 NaN 0.334571 NaN 0.533333 \n", + "320 NaN 0.341839 NaN 0.528302 \n", + "321 NaN 0.314057 NaN 0.466667 \n", + "322 NaN 0.337562 NaN 0.537634 \n", + "323 NaN 0.342792 NaN 0.533333 \n", + "324 NaN 0.303226 NaN 0.538462 \n", + "325 NaN 0.347164 NaN 0.510204 \n", + "326 NaN 0.313667 NaN 0.500000 \n", + "327 NaN 0.378845 NaN 0.540000 \n", + "328 NaN 0.392229 NaN 0.495726 \n", + "329 NaN 0.355745 NaN 0.534653 \n", + "330 NaN 0.329670 NaN 0.542056 \n", + "331 NaN 0.358677 NaN 0.496000 \n", + "332 NaN 0.332558 NaN 0.504274 \n", + "333 NaN 0.338581 NaN 0.568421 \n", + "334 NaN 0.237768 NaN 0.516393 \n", + "335 NaN 0.372592 NaN 0.509091 \n", + "\n", + " valid Recall arch ds \n", + "76 0.600000 lstm_ft20_cl8 reddit \n", + "77 0.694118 lstm_ft20_cl8 reddit \n", + "78 0.682353 lstm_ft20_cl8 reddit \n", + "79 0.647059 lstm_ft20_cl8 reddit \n", + "80 0.670588 lstm_ft20_cl8 reddit \n", + "81 0.670588 lstm_ft20_cl8 reddit \n", + "82 0.694118 lstm_ft20_cl8 reddit \n", + "83 0.682353 lstm_ft20_cl8 reddit \n", + "84 0.647059 lstm_ft20_cl8 reddit \n", + "85 0.647059 lstm_ft20_cl8 reddit \n", + "86 0.670588 lstm_ft20_cl8 reddit \n", + "87 0.623529 lstm_ft20_cl8 reddit \n", + "88 0.635294 lstm_ft20_cl8 reddit \n", + "89 0.623529 lstm_ft20_cl8 reddit \n", + "90 0.647059 lstm_ft20_cl8 reddit \n", + "91 0.682353 lstm_ft20_cl8 reddit \n", + "92 0.588235 lstm_ft20_cl8 reddit \n", + "93 0.635294 lstm_ft20_cl8 reddit \n", + "94 0.635294 lstm_ft20_cl8 reddit \n", + "95 0.658824 lstm_ft20_cl8 reddit \n", + "96 0.729412 lstm_ft20_cl8 reddit \n", + "97 0.670588 lstm_ft20_cl8 reddit \n", + "98 0.694118 lstm_ft20_cl8 reddit \n", + "99 0.600000 lstm_ft20_cl8 reddit \n", + "100 0.647059 lstm_ft20_cl8 reddit \n", + "101 0.729412 lstm_ft20_cl8 reddit \n", + "102 0.635294 lstm_ft20_cl8 reddit \n", + "103 0.658824 lstm_ft20_cl8 reddit \n", + "104 0.600000 lstm_ft20_cl8 reddit \n", + "105 0.623529 lstm_ft20_cl8 reddit \n", + ".. ... ... ... \n", + "306 0.658824 lstm_ft6_cl8 reddit \n", + "307 0.694118 lstm_ft6_cl8 reddit \n", + "308 0.658824 lstm_ft6_cl8 reddit \n", + "309 0.623529 lstm_ft6_cl8 reddit \n", + "310 0.670588 lstm_ft6_cl8 reddit \n", + "311 0.647059 lstm_ft6_cl8 reddit \n", + "312 0.600000 lstm_ft6_cl8 reddit \n", + "313 0.647059 lstm_ft6_cl8 reddit \n", + "314 0.670588 lstm_ft6_cl8 reddit \n", + "315 0.635294 lstm_ft6_cl8 reddit \n", + "316 0.788235 lstm_ft6_cl8 reddit \n", + "317 0.611765 lstm_ft6_cl8 reddit \n", + "318 0.635294 lstm_ft6_cl8 reddit \n", + "319 0.658824 lstm_ft6_cl8 reddit \n", + "320 0.658824 lstm_ft6_cl8 reddit \n", + "321 0.741176 lstm_ft6_cl8 reddit \n", + "322 0.588235 lstm_ft6_cl8 reddit \n", + "323 0.658824 lstm_ft6_cl8 reddit \n", + "324 0.658824 lstm_ft6_cl8 reddit \n", + 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wiki test F1reddit test F1diff
count210.000000184.000000-26.000000
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" + ], + "text/plain": [ + " wiki test F1 reddit test F1 diff\n", + "count 210.000000 184.000000 -26.000000\n", + "mean 0.514146 0.557343 0.043197\n", + "std 0.052149 0.029341 -0.022808\n", + "min 0.340909 0.479638 0.138729\n", + "25% 0.495575 0.538375 0.042800\n", + "50% 0.522800 0.560000 0.037200\n", + "75% 0.550000 0.579652 0.029652\n", + "max 0.608392 0.622222 0.013831" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "wikivsreddit = pd.DataFrame({\"wiki test F1\":wiki.describe()[\"test F1 score bin\"], \n", + " \"reddit test F1\": reddit.describe()[\"test F1 score bin\"]})\n", + "wikivsreddit[\"diff\"] = wikivsreddit[\"reddit test F1\"] - wikivsreddit[\"wiki test F1\"]\n", + "wikivsreddit" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Dropout" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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test Accuracytest F1 score bintest Kappa Lineartest Losstest Matthews Correfftest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Kappa Linearvalid Lossvalid Matthews Correffvalid Precisionvalid Recall
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" + ], + "text/plain": [ + " test Accuracy test F1 score bin test Kappa Linear test Loss \\\n", + "count 76.000000 76.000000 0.0 76.000000 \n", + "mean 0.888961 0.528825 NaN 0.524034 \n", + "std 0.005927 0.031651 NaN 0.063405 \n", + "min 0.874000 0.457944 NaN 0.337015 \n", + "25% 0.885000 0.509484 NaN 0.492292 \n", + "50% 0.890000 0.526988 NaN 0.541785 \n", + "75% 0.892250 0.548926 NaN 0.562234 \n", + "max 0.902000 0.602151 NaN 0.641866 \n", + "\n", + " test Matthews Correff test Precision test Recall valid Accuracy \\\n", + "count 0.0 76.000000 76.000000 76.000000 \n", + "mean NaN 0.615529 0.467400 0.921406 \n", + "std NaN 0.036916 0.052513 0.009106 \n", + "min NaN 0.530303 0.365672 0.892537 \n", + "25% NaN 0.594943 0.432836 0.916418 \n", + "50% NaN 0.614966 0.462687 0.921393 \n", + "75% NaN 0.638811 0.500000 0.928358 \n", + "max NaN 0.725000 0.626866 0.938308 \n", + "\n", + " valid F1 score bin valid Kappa Linear valid Loss \\\n", + "count 76.000000 0.0 76.000000 \n", + "mean 0.585514 NaN 0.351811 \n", + "std 0.025376 NaN 0.048383 \n", + "min 0.526316 NaN 0.247777 \n", + "25% 0.568252 NaN 0.316945 \n", + "50% 0.583935 NaN 0.346929 \n", + "75% 0.604476 NaN 0.388405 \n", + "max 0.643564 NaN 0.453879 \n", + "\n", + " valid Matthews Correff valid Precision valid Recall \n", + "count 0.0 76.000000 76.000000 \n", + "mean NaN 0.534038 0.654489 \n", + "std NaN 0.045318 0.048253 \n", + "min NaN 0.419580 0.541176 \n", + "25% NaN 0.504505 0.620588 \n", + "50% NaN 0.528846 0.652941 \n", + "75% NaN 0.569490 0.682353 \n", + "max NaN 0.632184 0.776471 " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[df[\"model_name\"].str.startswith(\"lstm_dp\") & df[\"model_dir_parent\"].str.contains(\"reddit\")].describe()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Select submission\n", + "\n", + "- `X` Select Using F1\n", + "- `X` Select Using Accuracy\n", + " - [ ] Retrain the best 10 models, using \"accuracy early stopping\"\n", + "- [x] Use half test for validation \n", + " - `V` select using F1\n", + " - `V` select using Accuracy\n", + "- [x] Deduplicate validation\n", + " - `X` Select using F1\n", + " - [ ] Select using Accuracy\n", + " \n", + "## Raw - Accuracy " + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " test F1 score bin valid F1 score bin test Accuracy test Recall \\\n", + "334 0.607004 0.608696 0.899 0.582090 \n", + "288 0.538462 0.565022 0.880 0.522388 \n", + "225 0.588710 0.611650 0.898 0.544776 \n", + "261 0.596899 0.580357 0.896 0.574627 \n", + "218 0.510460 0.602740 0.883 0.455224 \n", + "316 0.548043 0.549180 0.873 0.574627 \n", + "238 0.553030 0.572650 0.882 0.544776 \n", + "259 0.592308 0.617512 0.894 0.574627 \n", + "204 0.585185 0.593220 0.888 0.589552 \n", + "213 0.614232 0.591667 0.897 0.611940 \n", + "\n", + " valid Recall test Precision valid Precision valid Recall \\\n", + "334 0.741176 0.634146 0.516393 0.741176 \n", + "288 0.741176 0.555556 0.456522 0.741176 \n", + "225 0.741176 0.640351 0.520661 0.741176 \n", + "261 0.764706 0.620968 0.467626 0.764706 \n", + "218 0.776471 0.580952 0.492537 0.776471 \n", + "316 0.788235 0.523810 0.421384 0.788235 \n", + "238 0.788235 0.561538 0.449664 0.788235 \n", + "259 0.788235 0.611111 0.507576 0.788235 \n", + "204 0.823529 0.580882 0.463576 0.823529 \n", + "213 0.835294 0.616541 0.458065 0.835294 \n", + "\n", + " arch ds model_name \n", + "334 lstm_ft6_cl8 reddit lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... \n", + "288 lstm_ft6_cl8 reddit lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-3... \n", + "225 lstm_ft6_cl8 reddit lstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-4... \n", + "261 lstm_ft6_cl8 reddit lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-0... \n", + "218 lstm_ft6_cl8 reddit lstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-3... \n", + "316 lstm_ft6_cl8 reddit lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... \n", + "238 lstm_ft6_cl8 reddit lstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-6... \n", + "259 lstm_ft6_cl8 reddit lstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-9... \n", + "204 lstm_ft6_cl8 reddit lstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-1... \n", + "213 lstm_ft6_cl8 reddit lstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-2... " + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "order=\"valid Recall\"\n", + "focus=[\"test F1 score bin\", \"valid F1 score bin\", \n", + " \"test Accuracy\", \"test Recall\", \"valid Recall\",\n", + " \"test Precision\", \"valid Precision\", order, \"arch\", \"ds\", \"model_name\"]\n", + "reddit.sort_values([order])[focus].tail(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# kappa\n" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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test F1 score binvalid F1 score binvalid Accuracyvalid Kappa Linearvalid Matthews Correffarchdsmodel_name
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410.5493830.5163640.8676620.4523610.501671qrnn_ft20_cl8redditqrnn_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-...
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" + ], + "text/plain": [ + " test F1 score bin valid F1 score bin valid Accuracy \\\n", + "263 0.534799 0.508929 0.890547 \n", + "256 0.570423 0.510288 0.881592 \n", + "218 0.581315 0.510288 0.881592 \n", + "264 0.566802 0.511013 0.889552 \n", + "226 0.560606 0.511013 0.889552 \n", + "101 0.545994 0.513011 0.869652 \n", + "82 0.545994 0.513011 0.869652 \n", + "251 0.554795 0.514286 0.881592 \n", + "60 0.549383 0.516364 0.867662 \n", + "41 0.549383 0.516364 0.867662 \n", + "\n", + " valid Kappa Linear valid Matthews Correff arch \\\n", + "263 0.451338 0.468657 lstm_noearly_stop_ft6_cl8 \n", + "256 0.449771 0.477813 lstm_noearly_stop_ft6_cl8 \n", + "218 0.449771 0.477813 lstm_ft6_cl8 \n", + "264 0.453148 0.472147 lstm_noearly_stop_ft6_cl8 \n", + "226 0.453148 0.472147 lstm_ft6_cl8 \n", + "101 0.449292 0.494118 qrnn_ft6_cl8 \n", + "82 0.449292 0.494118 qrnn_ft6_cl8 \n", + "251 0.453966 0.483499 lstm_noearly_stop_ft6_cl8 \n", + "60 0.452361 0.501671 qrnn_ft20_cl8 \n", + "41 0.452361 0.501671 qrnn_ft20_cl8 \n", + "\n", + " ds model_name \n", + "263 wiki lstm_noearly_stop_ft6_cl8_lmseed-1-ftseed-0-cl... \n", + "256 wiki lstm_noearly_stop_ft6_cl8_lmseed-1-ftseed-0-cl... \n", + "218 wiki lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-0... \n", + "264 wiki lstm_noearly_stop_ft6_cl8_lmseed-1-ftseed-0-cl... \n", + "226 wiki lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... \n", + "101 reddit qrnn_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-0... \n", + "82 reddit qrnn_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0... \n", + "251 wiki lstm_noearly_stop_ft6_cl8_lmseed-1-ftseed-0-cl... \n", + "60 reddit qrnn_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-... \n", + "41 reddit qrnn_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-... " + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "order=\"valid Kappa Linear\"\n", + "focus=[\"test F1 score bin\", \"valid F1 score bin\", \"valid Accuracy\", order, \n", + " \"valid Matthews Correff\", \"arch\", \"ds\", \"model_name\"]\n", + "q=df[~df[order].isnull() & ~df[\"arch\"].str.contains(\"ft0\")]\n", + "#q=nedf\n", + "q.sort_values([order])[focus].head(int(len(q) * 0.1)).sort_values([\"valid F1 score bin\"]).tail(10)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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test F1 score binvalid F1 score binvalid Accuracyvalid Kappa Linearvalid Matthews Correffarchdsmodel_name
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1640.5152840.6390530.9393030.6059200.605933lstm_ft20_cl8wikilstm_ft20_cl8_lmseed-0-ftseed-0-clsweightseed-...
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test Accuracytest F1 score bintest Kappa Lineartest Losstest Matthews Correfftest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Kappa Linearvalid Lossvalid Matthews Correffvalid Precisionvalid Recall
count248.000000248.00000038.000000248.00000038.000000248.000000248.000000248.000000248.000000248.000000248.000000248.000000248.000000248.000000
mean0.8796410.5306430.3863460.4574310.4134140.5707500.5210040.9034990.5461030.4956880.3663690.5126180.4731810.679602
std0.0115870.0551900.0523200.0630280.0391290.0595110.1181530.0207460.0272970.0340830.0577160.0261210.0753730.099951
min0.7860000.3409090.2941580.3068610.3300200.3692810.2238810.7900500.4187330.3322260.2185460.4195940.2733810.447059
25%0.8750000.5021930.3412440.4182020.3928330.5297910.4328360.8893030.5271970.4721080.3389490.4957520.4137400.600000
50%0.8810000.5440390.3913000.4470060.4128780.5593810.5261190.9064680.5465160.4973120.3668500.5121620.4635260.694118
75%0.8860000.5704700.4292740.4854300.4429100.6074770.6194030.9203980.5638760.5183470.3962060.5292940.5252530.764706
max0.9010000.6083920.4878220.7432110.5072630.7560980.8432840.9422890.6390530.6059200.7086960.6059330.7647060.894118
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" + ], + "text/plain": [ + " test Accuracy test F1 score bin test Kappa Linear test Loss \\\n", + "count 248.000000 248.000000 38.000000 248.000000 \n", + "mean 0.879641 0.530643 0.386346 0.457431 \n", + "std 0.011587 0.055190 0.052320 0.063028 \n", + "min 0.786000 0.340909 0.294158 0.306861 \n", + "25% 0.875000 0.502193 0.341244 0.418202 \n", + "50% 0.881000 0.544039 0.391300 0.447006 \n", + "75% 0.886000 0.570470 0.429274 0.485430 \n", + "max 0.901000 0.608392 0.487822 0.743211 \n", + "\n", + " test Matthews Correff test Precision test Recall valid Accuracy \\\n", + "count 38.000000 248.000000 248.000000 248.000000 \n", + "mean 0.413414 0.570750 0.521004 0.903499 \n", + "std 0.039129 0.059511 0.118153 0.020746 \n", + "min 0.330020 0.369281 0.223881 0.790050 \n", + "25% 0.392833 0.529791 0.432836 0.889303 \n", + "50% 0.412878 0.559381 0.526119 0.906468 \n", + "75% 0.442910 0.607477 0.619403 0.920398 \n", + "max 0.507263 0.756098 0.843284 0.942289 \n", + "\n", + " valid F1 score bin valid Kappa Linear valid Loss \\\n", + "count 248.000000 248.000000 248.000000 \n", + "mean 0.546103 0.495688 0.366369 \n", + "std 0.027297 0.034083 0.057716 \n", + "min 0.418733 0.332226 0.218546 \n", + "25% 0.527197 0.472108 0.338949 \n", + "50% 0.546516 0.497312 0.366850 \n", + "75% 0.563876 0.518347 0.396206 \n", + "max 0.639053 0.605920 0.708696 \n", + "\n", + " valid Matthews Correff valid Precision valid Recall \n", + "count 248.000000 248.000000 248.000000 \n", + "mean 0.512618 0.473181 0.679602 \n", + "std 0.026121 0.075373 0.099951 \n", + "min 0.419594 0.273381 0.447059 \n", + "25% 0.495752 0.413740 0.600000 \n", + "50% 0.512162 0.463526 0.694118 \n", + "75% 0.529294 0.525253 0.764706 \n", + "max 0.605933 0.764706 0.894118 " + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "q.describe()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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test F1 score binvalid F1 score binvalid Accuracyvalid Matthews Correff
count20.00000020.00000020.00000020.000000
mean0.5296310.5249650.9034830.485005
std0.0462300.0067720.0150040.006333
min0.4600940.5145230.8825870.468980
25%0.4889760.5202000.8905470.481969
50%0.5388360.5242520.9069650.486925
75%0.5729760.5312530.9176620.491206
max0.5818180.5348840.9223880.491477
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" + ], + "text/plain": [ + " test F1 score bin valid F1 score bin valid Accuracy \\\n", + "count 20.000000 20.000000 20.000000 \n", + "mean 0.529631 0.524965 0.903483 \n", + "std 0.046230 0.006772 0.015004 \n", + "min 0.460094 0.514523 0.882587 \n", + "25% 0.488976 0.520200 0.890547 \n", + "50% 0.538836 0.524252 0.906965 \n", + "75% 0.572976 0.531253 0.917662 \n", + "max 0.581818 0.534884 0.922388 \n", + "\n", + " valid Matthews Correff \n", + "count 20.000000 \n", + "mean 0.485005 \n", + "std 0.006333 \n", + "min 0.468980 \n", + "25% 0.481969 \n", + "50% 0.486925 \n", + "75% 0.491206 \n", + "max 0.491477 " + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "order=\"valid Matthews Correff\"\n", + "focus=[\"test F1 score bin\", \"valid F1 score bin\", \"valid Accuracy\", order, \"arch\", \"ds\", \"model_name\"]\n", + "q=df[~df[order].isnull() & ~df[\"arch\"].str.contains(\"ft0\")]\n", + "#q=nedf\n", + "q.sort_values([order])[focus].head(int(len(q) * 0.2)).sort_values([\"valid F1 score bin\"]).tail(20).describe()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Deduplicate" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(array(['redditdedup'], dtype=object),\n", + " array(['lstm_ft6_cl20', 'lstm_ft6_cl6'], dtype=object))" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ddf = pd.read_csv(\"./all-results-dedup.csv\", index_col=0)\n", + "ddf[\"ds\"] = ddf[\"model_dir_parent\"].str.extract(\".*pl-10-(.*)/models.*\")\n", + "ddf[\"arch\"] = ddf[\"model_name\"].str.extract(\"(.*?)_lmseed.*\")\n", + "ddf[\"ds\"].unique(), ddf[\"arch\"].unique()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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test F1 score binvalid F1 score bintest Accuracyarchdsmodel_name
240.5551020.5029940.891lstm_ft6_cl20redditdeduplstm_ft6_cl20_lmseed-1-ftseed-0-clsweightseed-...
490.5166670.5033110.884lstm_ft6_cl6redditdeduplstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-2...
410.5338980.5034970.890lstm_ft6_cl6redditdeduplstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-0...
580.5403230.5035970.886lstm_ft6_cl6redditdeduplstm_ft6_cl6_lmseed-1-ftseed-0-clsweightseed-0...
680.5668020.5093170.893lstm_ft6_cl6redditdeduplstm_ft6_cl6_lmseed-1-ftseed-0-clsweightseed-2...
390.5960780.5093170.897lstm_ft6_cl6redditdeduplstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-0...
150.5108220.5294120.887lstm_ft6_cl20redditdeduplstm_ft6_cl20_lmseed-0-ftseed-0-clsweightseed-...
310.5420560.5299150.902lstm_ft6_cl20redditdeduplstm_ft6_cl20_lmseed-1-ftseed-0-clsweightseed-...
500.5420560.5323740.902lstm_ft6_cl6redditdeduplstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-3...
20.5258220.5594410.899lstm_ft6_cl20redditdeduplstm_ft6_cl20_lmseed-0-ftseed-0-clsweightseed-...
\n", + "
" + ], + "text/plain": [ + " test F1 score bin valid F1 score bin test Accuracy arch \\\n", + "24 0.555102 0.502994 0.891 lstm_ft6_cl20 \n", + "49 0.516667 0.503311 0.884 lstm_ft6_cl6 \n", + "41 0.533898 0.503497 0.890 lstm_ft6_cl6 \n", + "58 0.540323 0.503597 0.886 lstm_ft6_cl6 \n", + "68 0.566802 0.509317 0.893 lstm_ft6_cl6 \n", + "39 0.596078 0.509317 0.897 lstm_ft6_cl6 \n", + "15 0.510822 0.529412 0.887 lstm_ft6_cl20 \n", + "31 0.542056 0.529915 0.902 lstm_ft6_cl20 \n", + "50 0.542056 0.532374 0.902 lstm_ft6_cl6 \n", + "2 0.525822 0.559441 0.899 lstm_ft6_cl20 \n", + "\n", + " ds model_name \n", + "24 redditdedup lstm_ft6_cl20_lmseed-1-ftseed-0-clsweightseed-... \n", + "49 redditdedup lstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-2... \n", + "41 redditdedup lstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-0... \n", + "58 redditdedup lstm_ft6_cl6_lmseed-1-ftseed-0-clsweightseed-0... \n", + "68 redditdedup lstm_ft6_cl6_lmseed-1-ftseed-0-clsweightseed-2... \n", + "39 redditdedup lstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-0... \n", + "15 redditdedup lstm_ft6_cl20_lmseed-0-ftseed-0-clsweightseed-... \n", + "31 redditdedup lstm_ft6_cl20_lmseed-1-ftseed-0-clsweightseed-... \n", + "50 redditdedup lstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-3... \n", + "2 redditdedup lstm_ft6_cl20_lmseed-0-ftseed-0-clsweightseed-... " + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "focus=[\"test F1 score bin\", \"valid F1 score bin\", \"test Accuracy\", \"arch\", \"ds\", \"model_name\"]\n", + "ddf.sort_values([\"valid F1 score bin\"])[focus].tail(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Halftest" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(array(['reddithalftest'], dtype=object),\n", + " array(['lstm_ft6_cl6'], dtype=object))" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "hdf = pd.read_csv(\"./all-results-halftest.csv\", index_col=0)\n", + "hdf[\"ds\"] = hdf[\"model_dir_parent\"].str.extract(\".*pl-10-(.*)/models.*\")\n", + "hdf[\"arch\"] = hdf[\"model_name\"].str.extract(\"(.*?)_lmseed.*\")\n", + "hdf[\"ds\"].unique(), hdf[\"arch\"].unique()" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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test F1 score binvalid F1 score bintest Accuracyvalid F1 score binarchdsmodel_name
270.5573770.6046510.8380.604651lstm_ft6_cl6reddithalftestlstm_ft6_cl6_lmseed-1-ftseed-0-clsweightseed-0...
70.5692310.6046510.8880.604651lstm_ft6_cl6reddithalftestlstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-0...
40.6222220.6046510.8980.604651lstm_ft6_cl6reddithalftestlstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-0...
230.5496180.6046510.8820.604651lstm_ft6_cl6reddithalftestlstm_ft6_cl6_lmseed-1-ftseed-0-clsweightseed-0...
260.6093750.6060610.9000.606061lstm_ft6_cl6reddithalftestlstm_ft6_cl6_lmseed-1-ftseed-0-clsweightseed-0...
90.5547450.6074070.8780.607407lstm_ft6_cl6reddithalftestlstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-0...
160.5839420.6119400.8860.611940lstm_ft6_cl6reddithalftestlstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-7...
120.5984250.6153850.8980.615385lstm_ft6_cl6reddithalftestlstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-3...
10.5806450.6268660.8960.626866lstm_ft6_cl6reddithalftestlstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-0...
370.6277370.6293710.8980.629371lstm_ft6_cl6reddithalftestlstm_ft6_cl6_lmseed-1-ftseed-0-clsweightseed-9...
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" + ], + "text/plain": [ + " test F1 score bin valid F1 score bin test Accuracy valid F1 score bin \\\n", + "27 0.557377 0.604651 0.838 0.604651 \n", + "7 0.569231 0.604651 0.888 0.604651 \n", + "4 0.622222 0.604651 0.898 0.604651 \n", + "23 0.549618 0.604651 0.882 0.604651 \n", + "26 0.609375 0.606061 0.900 0.606061 \n", + "9 0.554745 0.607407 0.878 0.607407 \n", + "16 0.583942 0.611940 0.886 0.611940 \n", + "12 0.598425 0.615385 0.898 0.615385 \n", + "1 0.580645 0.626866 0.896 0.626866 \n", + "37 0.627737 0.629371 0.898 0.629371 \n", + "\n", + " arch ds \\\n", + "27 lstm_ft6_cl6 reddithalftest \n", + "7 lstm_ft6_cl6 reddithalftest \n", + "4 lstm_ft6_cl6 reddithalftest \n", + "23 lstm_ft6_cl6 reddithalftest \n", + "26 lstm_ft6_cl6 reddithalftest \n", + "9 lstm_ft6_cl6 reddithalftest \n", + "16 lstm_ft6_cl6 reddithalftest \n", + "12 lstm_ft6_cl6 reddithalftest \n", + "1 lstm_ft6_cl6 reddithalftest \n", + "37 lstm_ft6_cl6 reddithalftest \n", + "\n", + " model_name \n", + "27 lstm_ft6_cl6_lmseed-1-ftseed-0-clsweightseed-0... \n", + "7 lstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-0... \n", + "4 lstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-0... \n", + "23 lstm_ft6_cl6_lmseed-1-ftseed-0-clsweightseed-0... \n", + "26 lstm_ft6_cl6_lmseed-1-ftseed-0-clsweightseed-0... \n", + "9 lstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-0... \n", + "16 lstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-7... \n", + "12 lstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-3... \n", + "1 lstm_ft6_cl6_lmseed-0-ftseed-0-clsweightseed-0... \n", + "37 lstm_ft6_cl6_lmseed-1-ftseed-0-clsweightseed-9... " + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "order=\"valid F1 score bin\"\n", + "#order=\"valid Accuracy\"\n", + "focus=[\"test F1 score bin\", \"valid F1 score bin\", \"test Accuracy\", order, \"arch\", \"ds\", \"model_name\"]\n", + "hdf.sort_values([order])[focus].tail(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## No early" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(array(['wiki'], dtype=object),\n", + " array(['lstm_noearly_stop_ft6_cl8'], dtype=object))" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "nedf = pd.read_csv(\"./poleval-noearly.csv\", index_col=0)\n", + "nedf[\"ds\"] = nedf[\"model_dir_parent\"].str.extract(\".*pl-10-(.*)/models.*\")\n", + "nedf[\"arch\"] = nedf[\"model_name\"].str.extract(\"(.*?)_lmseed.*\")\n", + "nedf[\"ds\"].unique(), nedf[\"arch\"].unique()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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test Accuracytest F1 score bintest Losstest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Kappavalid Kappa Linearvalid Kappa quadraticvalid Lossvalid Matthews Correffvalid Precisionvalid Recall
count38.00000038.00000038.00000038.00000038.00000038.00000038.00000036.00000036.00000036.00000038.00000036.00000038.00000038.000000
mean0.8840260.5403620.4516210.5823960.5143360.9035610.5416310.4903240.4903240.4903240.3785780.5042380.4655980.666873
std0.0069530.0364690.0364950.0422960.0786030.0172950.0288270.0363020.0363020.0363020.0353780.0285280.0639670.068605
min0.8700000.4537040.3836240.5126580.3656720.8796020.4972380.4418650.4418650.4418650.3109310.4486870.3924050.529412
25%0.8782500.5179380.4188700.5465610.4365670.8880600.5158480.4555930.4555930.4555930.3488650.4832280.4086110.611765
50%0.8850000.5495900.4496180.5835820.5261190.9029850.5368720.4889050.4889050.4889050.3714320.4962450.4527220.676471
75%0.8890000.5661800.4782400.6119500.5820900.9211440.5618750.5188460.5188460.5188460.4096660.5219860.5316400.717647
max0.8950000.6083920.5171780.6627910.6492540.9303480.6022730.5641530.5641530.5641530.4497020.5645470.5824180.776471
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test F1 score binvalid F1 score bintest Accuracyvalid Matthews Correffarchdsmodel_name
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model_dir_parentmodel_nametest Accuracytest F1 score bintest Losstest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Kappavalid Kappa Linearvalid Kappa quadraticvalid Lossvalid Matthews Correffvalid Precisionvalid Recalldsarch
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seed1seed0diff
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" + ], + "text/plain": [ + " seed1 seed0 diff\n", + "count 10.000000 10.000000 0.000000\n", + "mean 0.525926 0.469891 0.056035\n", + "std 0.024596 0.038780 -0.014185\n", + "min 0.495798 0.394231 0.101568\n", + "25% 0.504658 0.443662 0.060996\n", + "50% 0.526767 0.478060 0.048707\n", + "75% 0.539330 0.490383 0.048947\n", + "max 0.564885 0.523809 0.041076" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "focus = ['test F1 score bin',\n", + " 'test Accuracy',\n", + " 'test Recall',\n", + " 'test Precision']\n", + "arch=\"lstm_small_ft6_el20\"\n", + "seed1 = df[(df[\"arch\"] == arch)&df[\"model_name\"].str.contains(\"lmseed-1\")&(df[\"ds\"]==\"wiki\")][focus]\n", + "seed0 = df[(df[\"arch\"] == arch)&df[\"model_name\"].str.contains(\"lmseed-0\")&(df[\"ds\"]==\"wiki\")][focus]\n", + "res = pd.DataFrame({\"seed1\":seed1.describe()['test F1 score bin'], \"seed0\":seed0.describe()['test F1 score bin']})\n", + "res[\"diff\"] = res[\"seed1\"]-res[\"seed0\"]\n", + "res" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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" + ], + "text/plain": [ + " seed1 seed0 diff\n", + "count 151.000000 147.000000 4.000000\n", + "mean 0.555511 0.539647 0.015865\n", + "std 0.028428 0.033603 -0.005174\n", + "min 0.488479 0.451613 0.036866\n", + "25% 0.536181 0.515420 0.020761\n", + "50% 0.558333 0.541485 0.016849\n", + "75% 0.576201 0.563492 0.012709\n", + "max 0.622222 0.614232 0.007990" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "focus = ['test F1 score bin',\n", + " 'test Accuracy',\n", + " 'test Recall',\n", + " 'test Precision']\n", + "arch=\"lstm_ft6_cl8\"\n", + "seed1 = df[df[\"model_name\"].str.contains(\"lmseed-1\") & df[\"model_name\"].str.contains(\"lstm_ft\")][focus]\n", + "seed0 = df[df[\"model_name\"].str.contains(\"lmseed-0\") & df[\"model_name\"].str.contains(\"lstm_ft\")][focus]\n", + "res = pd.DataFrame({\"seed1\":seed1.describe()['test F1 score bin'], \"seed0\":seed0.describe()['test F1 score bin']})\n", + "res[\"diff\"] = res[\"seed1\"]-res[\"seed0\"]\n", + "res" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.style.use('seaborn')\n", + "ax = plt.hist([\n", + " seed0[\"test F1 score bin\"],\n", + " seed1[\"test F1 score bin\"]\n", + " \n", + " ],\n", + " bins=10,\n", + " label=[\"Language model, seed=0, 10 epochs\", \"Language model, seed=1, 10 epochs\"], histtype='bar', stacked=False,\n", + " range=[0.3,0.7])\n", + "plt.legend()\n", + "plt.xlabel(\"test F1 score\");\n", + "plt.ylabel(\"count\");\n", + "plt.savefig(\"10k.pdf\")" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "10k.pdf
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countmeanstdmin25%50%75%max
test F1 score bin584.00.5411070.0446640.3409090.5177630.5488520.5714290.622222
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" + ], + "text/plain": [ + " count mean std min 25% 50% \\\n", + "test F1 score bin 584.0 0.541107 0.044664 0.340909 0.517763 0.548852 \n", + "\n", + " 75% max \n", + "test F1 score bin 0.571429 0.622222 " + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[[\"test F1 score bin\"]].describe().T" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "metadata": {}, + "outputs": [], + "source": [ + "df[\"lmseed\"] = df[\"model_name\"].str.extract(\".*lmseed-([0-9]).*\")\n", + "df[\"fine_tune\"] = df[\"model_name\"].str.extract(\".*ft([0-9]+).*\") != \"0\"" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "metadata": {}, + "outputs": [], + "source": [ + "df[[\"model\", \"exp_type\"]] = df[\"model_name\"].str.extract(\"(qrnn|lstm)_?(.*?)_ft[0-9]+_.l[0-9]+.*\")" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [], + "source": [ + "df.loc[df[\"exp_type\"]==\"reg\",\"exp_type\"] = \"_reg\"\n", + "df.loc[df[\"exp_type\"]==\"\",\"exp_type\"] = \"_reg\"\n", + "df.loc[df[\"exp_type\"]==\"_reg\",\"exp_type\"] = \"_orig\"\n", + "df.loc[df[\"exp_type\"]==\"noearly_stop\",\"exp_type\"] = \"wo early stopping\"\n", + "df.loc[df[\"exp_type\"]==\"nowce\",\"exp_type\"] = \"cross entropy wo wieghts\"\n", + "df.loc[df[\"exp_type\"]==\"small\",\"exp_type\"] = \"1 epoch pretraining\"\n", + "df.loc[df[\"exp_type\"]==\"dp05\",\"exp_type\"] = \"dropmul = 0.5\"\n", + "ft=df[\"fine_tune\"]==True\n", + "df.loc[ft, \"fine_tune\"] = \"yes\"\n", + "df.loc[~ft,\"fine_tune\"] = \"no\"" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dsmodelexp_typelmseedmeanstdmax75%
0redditlstm_orig00.5536600.0299060.6142320.575757
1redditlstm_orig10.5608690.0285040.6222220.580522
2redditlstmdropmul = 0.500.5193520.0304140.5895520.533757
3redditlstmdropmul = 0.510.5382980.0303520.6021510.557069
4redditqrnn_orig00.5721650.0182270.6032790.587732
5redditqrnn_orig10.5721650.0182270.6032790.587732
8wikilstm1 epoch pretraining00.4698910.0387800.5238090.490383
9wikilstm1 epoch pretraining10.5259260.0245960.5648850.539330
11wikilstm_orig00.5231240.0279060.5704700.540592
13wikilstm_orig10.5506560.0273490.6083920.573604
14wikilstmcross entropy wo wieghts00.4332850.0624940.5217390.487437
15wikilstmcross entropy wo wieghts10.4519500.0505030.5395350.490566
16wikilstmwo early stopping00.5163190.0337250.5643150.546150
17wikilstmwo early stopping10.5644050.0193950.6083920.574534
\n", + "
" + ], + "text/plain": [ + " ds model exp_type lmseed mean std \\\n", + "0 reddit lstm _orig 0 0.553660 0.029906 \n", + "1 reddit lstm _orig 1 0.560869 0.028504 \n", + "2 reddit lstm dropmul = 0.5 0 0.519352 0.030414 \n", + "3 reddit lstm dropmul = 0.5 1 0.538298 0.030352 \n", + "4 reddit qrnn _orig 0 0.572165 0.018227 \n", + "5 reddit qrnn _orig 1 0.572165 0.018227 \n", + "8 wiki lstm 1 epoch pretraining 0 0.469891 0.038780 \n", + "9 wiki lstm 1 epoch pretraining 1 0.525926 0.024596 \n", + "11 wiki lstm _orig 0 0.523124 0.027906 \n", + "13 wiki lstm _orig 1 0.550656 0.027349 \n", + "14 wiki lstm cross entropy wo wieghts 0 0.433285 0.062494 \n", + "15 wiki lstm cross entropy wo wieghts 1 0.451950 0.050503 \n", + "16 wiki lstm wo early stopping 0 0.516319 0.033725 \n", + "17 wiki lstm wo early stopping 1 0.564405 0.019395 \n", + "\n", + " max 75% \n", + "0 0.614232 0.575757 \n", + "1 0.622222 0.580522 \n", + "2 0.589552 0.533757 \n", + "3 0.602151 0.557069 \n", + "4 0.603279 0.587732 \n", + "5 0.603279 0.587732 \n", + "8 0.523809 0.490383 \n", + "9 0.564885 0.539330 \n", + "11 0.570470 0.540592 \n", + "13 0.608392 0.573604 \n", + "14 0.521739 0.487437 \n", + "15 0.539535 0.490566 \n", + "16 0.564315 0.546150 \n", + "17 0.608392 0.574534 " + ] + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "results = df.pivot_table(index=\"model_name\", columns=[\"ds\", \"model\", \"exp_type\", \"lmseed\", \"fine_tune\"], \n", + " values=[\"test F1 score bin\"]).describe().T.sort_values([\"ds\",\"model\", \"exp_type\",\"mean\"]).reset_index()\n", + "del results[\"level_0\"]\n", + "results[results[\"fine_tune\"] == \"yes\"][[\"ds\",\"model\", \"exp_type\", \"lmseed\", \"mean\", \"std\", \"max\", \"75%\"]]" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dsfine_tunemeanstdmax75%
0wikino0.5225150.0266610.5827810.541998
1wikiyes0.5368900.0307440.6083920.558897
2reddityes0.5616750.0273650.6222220.581680
3redditno0.5739310.0168320.6033900.581451
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" + ], + "text/plain": [ + " ds fine_tune mean std max 75%\n", + "0 wiki no 0.522515 0.026661 0.582781 0.541998\n", + "1 wiki yes 0.536890 0.030744 0.608392 0.558897\n", + "2 reddit yes 0.561675 0.027365 0.622222 0.581680\n", + "3 reddit no 0.573931 0.016832 0.603390 0.581451" + ] + }, + "execution_count": 46, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "results = df[df[\"exp_type\"]==\"_orig\"].pivot_table(index=\"model_name\", columns=[\"ds\", \"fine_tune\"], \n", + " values=[\"test F1 score bin\"]).describe().T.sort_values([\"mean\"]).reset_index()\n", + "del results[\"level_0\"]\n", + "results[[\"ds\", \"fine_tune\", \"mean\", \"std\", \"max\", \"75%\"]]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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model_dir_parentmodel_nametest Accuracytest F1 score bintest Kappa Lineartest Losstest Matthews Correfftest Precisiontest Recallvalid Accuracy...valid Lossvalid Matthews Correffvalid Precisionvalid Recallarchdslmseedfine_tunemodelexp_type
19data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0...0.8700.577922NaN0.456889NaN0.5114940.6641790.876617...0.4295930.5072180.3898300.811765qrnn_ft0_cl8reddit1noqrnn_orig
20data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0...0.8580.572289NaN0.426693NaN0.4797980.7089550.860696...0.4349750.4838570.3589740.823529qrnn_ft0_cl8reddit1noqrnn_orig
21data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0...0.8530.573913NaN0.465223NaN0.4691940.7388060.849751...0.5238410.4770670.3428570.847059qrnn_ft0_cl8reddit1noqrnn_orig
22data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0...0.8550.577259NaN0.483052NaN0.4736840.7388060.841791...0.5305520.4418850.3238100.800000qrnn_ft0_cl8reddit1noqrnn_orig
23data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0...0.8620.576687NaN0.491995NaN0.4895830.7014930.851741...0.4885280.4746080.3446600.835294qrnn_ft0_cl8reddit1noqrnn_orig
24data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0...0.8540.570588NaN0.483143NaN0.4708740.7238810.829851...0.5379760.4358470.3097350.823529qrnn_ft0_cl8reddit1noqrnn_orig
25data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0...0.8500.561404NaN0.519333NaN0.4615380.7164180.842786...0.5413710.4548720.3286380.823529qrnn_ft0_cl8reddit1noqrnn_orig
26data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0...0.8650.597015NaN0.457041NaN0.4975120.7462690.857711...0.4527470.4731310.3520410.811765qrnn_ft0_cl8reddit1noqrnn_orig
27data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0...0.8710.582524NaN0.418411NaN0.5142860.6716420.874627...0.3788100.4922290.3828570.788235qrnn_ft0_cl8reddit1noqrnn_orig
28data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0...0.8490.557185NaN0.482558NaN0.4589370.7089550.866667...0.4715420.4943110.3703700.823529qrnn_ft0_cl8reddit1noqrnn_orig
29data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-1...0.8760.578231NaN0.419756NaN0.5312500.6343280.891542...0.3456930.5323690.4250000.800000qrnn_ft0_cl8reddit1noqrnn_orig
30data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-2...0.8640.569620NaN0.458027NaN0.4945050.6716420.873632...0.4253870.4846920.3793100.776471qrnn_ft0_cl8reddit1noqrnn_orig
31data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-3...0.8610.574924NaN0.477018NaN0.4870470.7014930.876617...0.4490010.5182620.3922650.835294qrnn_ft0_cl8reddit1noqrnn_orig
32data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-4...0.8830.603390NaN0.419202NaN0.5527950.6641790.881592...0.4079500.5114900.4000000.800000qrnn_ft0_cl8reddit1noqrnn_orig
33data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-5...0.8760.594771NaN0.427007NaN0.5290700.6791050.881592...0.4080020.5003780.3975900.776471qrnn_ft0_cl8reddit1noqrnn_orig
34data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-6...0.8480.530864NaN0.488566NaN0.4526320.6417910.869652...0.4782360.5052660.3776600.835294qrnn_ft0_cl8reddit1noqrnn_orig
35data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-7...0.8560.563636NaN0.437123NaN0.4744900.6940300.877612...0.4034860.5256500.3956040.847059qrnn_ft0_cl8reddit1noqrnn_orig
36data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-8...0.8730.591640NaN0.448317NaN0.5197740.6865670.884577...0.4273920.5393780.4114290.847059qrnn_ft0_cl8reddit1noqrnn_orig
37data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-9...0.8630.550820NaN0.450464NaN0.4912280.6268660.892537...0.4041720.5399530.4285710.811765qrnn_ft0_cl8reddit1noqrnn_orig
57data/hate/pl-10-reddit/models/sp25kqrnn_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-...0.8800.580420NaN0.419509NaN0.5460530.6194030.890547...0.3786660.4914770.4149660.717647qrnn_ft20_cl8reddit1yesqrnn_orig
58data/hate/pl-10-reddit/models/sp25kqrnn_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-...0.8650.545455NaN0.453675NaN0.4969330.6044780.880597...0.4355470.5039410.3964500.788235qrnn_ft20_cl8reddit1yesqrnn_orig
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189 rows × 22 columns

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" + ], + "text/plain": [ + " model_dir_parent \\\n", + "19 data/hate/pl-10-reddit/models/sp25k \n", + "20 data/hate/pl-10-reddit/models/sp25k \n", + "21 data/hate/pl-10-reddit/models/sp25k \n", + "22 data/hate/pl-10-reddit/models/sp25k \n", + "23 data/hate/pl-10-reddit/models/sp25k \n", + "24 data/hate/pl-10-reddit/models/sp25k \n", + "25 data/hate/pl-10-reddit/models/sp25k \n", + "26 data/hate/pl-10-reddit/models/sp25k \n", + "27 data/hate/pl-10-reddit/models/sp25k \n", + "28 data/hate/pl-10-reddit/models/sp25k \n", + "29 data/hate/pl-10-reddit/models/sp25k \n", + "30 data/hate/pl-10-reddit/models/sp25k \n", + "31 data/hate/pl-10-reddit/models/sp25k \n", + "32 data/hate/pl-10-reddit/models/sp25k \n", + "33 data/hate/pl-10-reddit/models/sp25k \n", + "34 data/hate/pl-10-reddit/models/sp25k \n", + "35 data/hate/pl-10-reddit/models/sp25k \n", + "36 data/hate/pl-10-reddit/models/sp25k \n", + "37 data/hate/pl-10-reddit/models/sp25k \n", + "57 data/hate/pl-10-reddit/models/sp25k \n", + "58 data/hate/pl-10-reddit/models/sp25k \n", + "59 data/hate/pl-10-reddit/models/sp25k \n", + "60 data/hate/pl-10-reddit/models/sp25k \n", + "61 data/hate/pl-10-reddit/models/sp25k \n", + "62 data/hate/pl-10-reddit/models/sp25k \n", + "63 data/hate/pl-10-reddit/models/sp25k \n", + "64 data/hate/pl-10-reddit/models/sp25k \n", + "65 data/hate/pl-10-reddit/models/sp25k \n", + "66 data/hate/pl-10-reddit/models/sp25k \n", + "67 data/hate/pl-10-reddit/models/sp25k \n", + ".. ... \n", + "306 data/hate/pl-10-reddit/models/sp25k \n", + "307 data/hate/pl-10-reddit/models/sp25k \n", + "308 data/hate/pl-10-reddit/models/sp25k \n", + "309 data/hate/pl-10-reddit/models/sp25k \n", + "310 data/hate/pl-10-reddit/models/sp25k \n", + "311 data/hate/pl-10-reddit/models/sp25k \n", + "312 data/hate/pl-10-reddit/models/sp25k \n", + "313 data/hate/pl-10-reddit/models/sp25k \n", + "314 data/hate/pl-10-reddit/models/sp25k \n", + "315 data/hate/pl-10-reddit/models/sp25k \n", + "316 data/hate/pl-10-reddit/models/sp25k \n", + "317 data/hate/pl-10-reddit/models/sp25k \n", + "318 data/hate/pl-10-reddit/models/sp25k \n", + "319 data/hate/pl-10-reddit/models/sp25k \n", + "320 data/hate/pl-10-reddit/models/sp25k \n", + "321 data/hate/pl-10-reddit/models/sp25k \n", + "322 data/hate/pl-10-reddit/models/sp25k \n", + "323 data/hate/pl-10-reddit/models/sp25k \n", + "324 data/hate/pl-10-reddit/models/sp25k \n", + "325 data/hate/pl-10-reddit/models/sp25k \n", + "326 data/hate/pl-10-reddit/models/sp25k \n", + "327 data/hate/pl-10-reddit/models/sp25k \n", + "328 data/hate/pl-10-reddit/models/sp25k \n", + "329 data/hate/pl-10-reddit/models/sp25k \n", + "330 data/hate/pl-10-reddit/models/sp25k \n", + "331 data/hate/pl-10-reddit/models/sp25k \n", + "332 data/hate/pl-10-reddit/models/sp25k \n", + "333 data/hate/pl-10-reddit/models/sp25k \n", + "334 data/hate/pl-10-reddit/models/sp25k \n", + "335 data/hate/pl-10-reddit/models/sp25k \n", + "\n", + " model_name test Accuracy \\\n", + "19 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.870 \n", + "20 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.858 \n", + "21 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.853 \n", + "22 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.855 \n", + "23 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.862 \n", + "24 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.854 \n", + "25 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.850 \n", + "26 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.865 \n", + "27 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.871 \n", + "28 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.849 \n", + "29 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-1... 0.876 \n", + "30 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-2... 0.864 \n", + "31 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-3... 0.861 \n", + "32 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-4... 0.883 \n", + "33 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-5... 0.876 \n", + "34 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.848 \n", + "35 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.856 \n", + "36 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.873 \n", + "37 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.863 \n", + "57 qrnn_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-... 0.880 \n", + "58 qrnn_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-... 0.865 \n", + "59 qrnn_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-... 0.881 \n", + "60 qrnn_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-... 0.854 \n", + "61 qrnn_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-... 0.876 \n", + "62 qrnn_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-... 0.867 \n", + "63 qrnn_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-... 0.868 \n", + "64 qrnn_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-... 0.878 \n", + "65 qrnn_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-... 0.873 \n", + "66 qrnn_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-... 0.885 \n", + "67 qrnn_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-... 0.880 \n", + ".. ... ... \n", + "306 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-5... 0.901 \n", + "307 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-5... 0.890 \n", + "308 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.900 \n", + "309 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.893 \n", + "310 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.897 \n", + "311 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.895 \n", + "312 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.899 \n", + "313 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.889 \n", + "314 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.893 \n", + "315 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.891 \n", + "316 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.873 \n", + "317 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.891 \n", + "318 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.900 \n", + "319 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.895 \n", + "320 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.886 \n", + "321 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.893 \n", + "322 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.892 \n", + "323 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.904 \n", + "324 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.894 \n", + "325 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.902 \n", + "326 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.901 \n", + "327 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.888 \n", + "328 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.901 \n", + "329 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.887 \n", + "330 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.893 \n", + "331 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.895 \n", + "332 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.895 \n", + "333 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.894 \n", + "334 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.899 \n", + "335 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.906 \n", + "\n", + " test F1 score bin test Kappa Linear test Loss test Matthews Correff \\\n", + "19 0.577922 NaN 0.456889 NaN \n", + "20 0.572289 NaN 0.426693 NaN \n", + "21 0.573913 NaN 0.465223 NaN \n", + "22 0.577259 NaN 0.483052 NaN \n", + "23 0.576687 NaN 0.491995 NaN \n", + "24 0.570588 NaN 0.483143 NaN \n", + "25 0.561404 NaN 0.519333 NaN \n", + "26 0.597015 NaN 0.457041 NaN \n", + "27 0.582524 NaN 0.418411 NaN \n", + "28 0.557185 NaN 0.482558 NaN \n", + "29 0.578231 NaN 0.419756 NaN \n", + "30 0.569620 NaN 0.458027 NaN \n", + "31 0.574924 NaN 0.477018 NaN \n", + "32 0.603390 NaN 0.419202 NaN \n", + "33 0.594771 NaN 0.427007 NaN \n", + "34 0.530864 NaN 0.488566 NaN \n", + "35 0.563636 NaN 0.437123 NaN \n", + "36 0.591640 NaN 0.448317 NaN \n", + "37 0.550820 NaN 0.450464 NaN \n", + "57 0.580420 NaN 0.419509 NaN \n", + "58 0.545455 NaN 0.453675 NaN \n", + "59 0.593857 NaN 0.423210 NaN \n", + "60 0.549383 NaN 0.510561 NaN \n", + "61 0.563380 NaN 0.362120 NaN \n", + "62 0.558140 NaN 0.366643 NaN \n", + "63 0.571429 NaN 0.486303 NaN \n", + "64 0.587838 NaN 0.450848 NaN \n", + "65 0.578073 NaN 0.442141 NaN \n", + "66 0.590747 NaN 0.456181 NaN \n", + "67 0.577465 NaN 0.413595 NaN \n", + ".. ... ... ... ... \n", + "306 0.595918 NaN 0.453026 NaN \n", + "307 0.576923 NaN 0.412375 NaN \n", + "308 0.576271 NaN 0.458157 NaN \n", + "309 0.552301 NaN 0.526710 NaN \n", + "310 0.542222 NaN 0.378023 NaN \n", + "311 0.549356 NaN 0.502734 NaN \n", + "312 0.542986 NaN 0.484061 NaN \n", + "313 0.561265 NaN 0.478323 NaN \n", + "314 0.559671 NaN 0.460062 NaN \n", + "315 0.532189 NaN 0.520550 NaN \n", + "316 0.548043 NaN 0.401640 NaN \n", + "317 0.528139 NaN 0.489808 NaN \n", + "318 0.568965 NaN 0.445748 NaN \n", + "319 0.567901 NaN 0.542561 NaN \n", + "320 0.508621 NaN 0.528722 NaN \n", + "321 0.590038 NaN 0.384665 NaN \n", + "322 0.534483 NaN 0.502705 NaN \n", + "323 0.586207 NaN 0.488476 NaN \n", + "324 0.558333 NaN 0.466521 NaN \n", + "325 0.566372 NaN 0.447245 NaN \n", + "326 0.592593 NaN 0.429450 NaN \n", + "327 0.521367 NaN 0.500936 NaN \n", + "328 0.602410 NaN 0.490258 NaN \n", + "329 0.502203 NaN 0.516663 NaN \n", + "330 0.548523 NaN 0.473883 NaN \n", + "331 0.588235 NaN 0.490045 NaN \n", + "332 0.549356 NaN 0.458278 NaN \n", + "333 0.558333 NaN 0.485095 NaN \n", + "334 0.607004 NaN 0.308932 NaN \n", + "335 0.614754 NaN 0.471272 NaN \n", + "\n", + " test Precision test Recall valid Accuracy ... valid Loss \\\n", + "19 0.511494 0.664179 0.876617 ... 0.429593 \n", + "20 0.479798 0.708955 0.860696 ... 0.434975 \n", + "21 0.469194 0.738806 0.849751 ... 0.523841 \n", + "22 0.473684 0.738806 0.841791 ... 0.530552 \n", + "23 0.489583 0.701493 0.851741 ... 0.488528 \n", + "24 0.470874 0.723881 0.829851 ... 0.537976 \n", + "25 0.461538 0.716418 0.842786 ... 0.541371 \n", + "26 0.497512 0.746269 0.857711 ... 0.452747 \n", + "27 0.514286 0.671642 0.874627 ... 0.378810 \n", + "28 0.458937 0.708955 0.866667 ... 0.471542 \n", + "29 0.531250 0.634328 0.891542 ... 0.345693 \n", + "30 0.494505 0.671642 0.873632 ... 0.425387 \n", + "31 0.487047 0.701493 0.876617 ... 0.449001 \n", + "32 0.552795 0.664179 0.881592 ... 0.407950 \n", + "33 0.529070 0.679105 0.881592 ... 0.408002 \n", + "34 0.452632 0.641791 0.869652 ... 0.478236 \n", + "35 0.474490 0.694030 0.877612 ... 0.403486 \n", + "36 0.519774 0.686567 0.884577 ... 0.427392 \n", + "37 0.491228 0.626866 0.892537 ... 0.404172 \n", + "57 0.546053 0.619403 0.890547 ... 0.378666 \n", + "58 0.496933 0.604478 0.880597 ... 0.435547 \n", + "59 0.547170 0.649254 0.891542 ... 0.410248 \n", + "60 0.468421 0.664179 0.867662 ... 0.508237 \n", + "61 0.533333 0.597015 0.885572 ... 0.317093 \n", + "62 0.502994 0.626866 0.887562 ... 0.317464 \n", + "63 0.505747 0.656716 0.867662 ... 0.441740 \n", + "64 0.537037 0.649254 0.889552 ... 0.413494 \n", + "65 0.520958 0.649254 0.891542 ... 0.373358 \n", + "66 0.564626 0.619403 0.888557 ... 0.400573 \n", + "67 0.546667 0.611940 0.899503 ... 0.342127 \n", + ".. ... ... ... ... ... \n", + "306 0.657658 0.544776 0.923383 ... 0.369372 \n", + "307 0.595238 0.559702 0.901493 ... 0.341758 \n", + "308 0.666667 0.507463 0.920398 ... 0.343866 \n", + "309 0.628571 0.492537 0.923383 ... 0.376918 \n", + "310 0.670330 0.455224 0.928358 ... 0.245958 \n", + "311 0.646465 0.477612 0.917413 ... 0.366041 \n", + "312 0.689655 0.447761 0.928358 ... 0.292909 \n", + "313 0.596639 0.529851 0.912438 ... 0.371474 \n", + "314 0.623853 0.507463 0.916418 ... 0.314330 \n", + "315 0.626263 0.462687 0.924378 ... 0.342852 \n", + "316 0.523810 0.574627 0.890547 ... 0.359008 \n", + "317 0.628866 0.455224 0.917413 ... 0.327826 \n", + "318 0.673469 0.492537 0.922388 ... 0.303262 \n", + "319 0.633027 0.514925 0.922388 ... 0.334571 \n", + "320 0.602041 0.440298 0.921393 ... 0.341839 \n", + "321 0.606299 0.574627 0.906468 ... 0.314057 \n", + "322 0.632653 0.462687 0.922388 ... 0.337562 \n", + "323 0.693878 0.507463 0.922388 ... 0.342792 \n", + "324 0.632075 0.500000 0.923383 ... 0.303226 \n", + "325 0.695652 0.477612 0.917413 ... 0.347164 \n", + "326 0.660550 0.537313 0.915423 ... 0.313667 \n", + "327 0.610000 0.455224 0.923383 ... 0.378845 \n", + "328 0.652174 0.559702 0.914428 ... 0.392229 \n", + "329 0.612903 0.425373 0.922388 ... 0.355745 \n", + "330 0.631068 0.485075 0.924378 ... 0.329670 \n", + "331 0.619835 0.559702 0.914428 ... 0.358677 \n", + "332 0.646465 0.477612 0.916418 ... 0.332558 \n", + "333 0.632075 0.500000 0.928358 ... 0.338581 \n", + "334 0.634146 0.582090 0.919403 ... 0.237768 \n", + "335 0.681818 0.559702 0.917413 ... 0.372592 \n", + "\n", + " valid Matthews Correff valid Precision valid Recall arch \\\n", + "19 0.507218 0.389830 0.811765 qrnn_ft0_cl8 \n", + "20 0.483857 0.358974 0.823529 qrnn_ft0_cl8 \n", + "21 0.477067 0.342857 0.847059 qrnn_ft0_cl8 \n", + "22 0.441885 0.323810 0.800000 qrnn_ft0_cl8 \n", + "23 0.474608 0.344660 0.835294 qrnn_ft0_cl8 \n", + "24 0.435847 0.309735 0.823529 qrnn_ft0_cl8 \n", + "25 0.454872 0.328638 0.823529 qrnn_ft0_cl8 \n", + "26 0.473131 0.352041 0.811765 qrnn_ft0_cl8 \n", + "27 0.492229 0.382857 0.788235 qrnn_ft0_cl8 \n", + "28 0.494311 0.370370 0.823529 qrnn_ft0_cl8 \n", + "29 0.532369 0.425000 0.800000 qrnn_ft0_cl8 \n", + "30 0.484692 0.379310 0.776471 qrnn_ft0_cl8 \n", + "31 0.518262 0.392265 0.835294 qrnn_ft0_cl8 \n", + "32 0.511490 0.400000 0.800000 qrnn_ft0_cl8 \n", + "33 0.500378 0.397590 0.776471 qrnn_ft0_cl8 \n", + "34 0.505266 0.377660 0.835294 qrnn_ft0_cl8 \n", + "35 0.525650 0.395604 0.847059 qrnn_ft0_cl8 \n", + "36 0.539378 0.411429 0.847059 qrnn_ft0_cl8 \n", + "37 0.539953 0.428571 0.811765 qrnn_ft0_cl8 \n", + "57 0.491477 0.414966 0.717647 qrnn_ft20_cl8 \n", + "58 0.503941 0.396450 0.788235 qrnn_ft20_cl8 \n", + "59 0.526933 0.424051 0.788235 qrnn_ft20_cl8 \n", + "60 0.501671 0.373684 0.835294 qrnn_ft20_cl8 \n", + "61 0.525116 0.410714 0.811765 qrnn_ft20_cl8 \n", + "62 0.496125 0.409091 0.741176 qrnn_ft20_cl8 \n", + "63 0.479220 0.368132 0.788235 qrnn_ft20_cl8 \n", + "64 0.522595 0.418750 0.788235 qrnn_ft20_cl8 \n", + "65 0.526933 0.424051 0.788235 qrnn_ft20_cl8 \n", + "66 0.503877 0.412903 0.752941 qrnn_ft20_cl8 \n", + "67 0.528914 0.444444 0.752941 qrnn_ft20_cl8 \n", + ".. ... ... ... ... \n", + "306 NaN 0.538462 0.658824 lstm_ft6_cl8 \n", + "307 NaN 0.446970 0.694118 lstm_ft6_cl8 \n", + "308 NaN 0.523364 0.658824 lstm_ft6_cl8 \n", + "309 NaN 0.540816 0.623529 lstm_ft6_cl8 \n", + "310 NaN 0.564356 0.670588 lstm_ft6_cl8 \n", + "311 NaN 0.509259 0.647059 lstm_ft6_cl8 \n", + "312 NaN 0.573034 0.600000 lstm_ft6_cl8 \n", + "313 NaN 0.486726 0.647059 lstm_ft6_cl8 \n", + "314 NaN 0.504425 0.670588 lstm_ft6_cl8 \n", + "315 NaN 0.545455 0.635294 lstm_ft6_cl8 \n", + "316 NaN 0.421384 0.788235 lstm_ft6_cl8 \n", + "317 NaN 0.509804 0.611765 lstm_ft6_cl8 \n", + "318 NaN 0.534653 0.635294 lstm_ft6_cl8 \n", + "319 NaN 0.533333 0.658824 lstm_ft6_cl8 \n", + "320 NaN 0.528302 0.658824 lstm_ft6_cl8 \n", + "321 NaN 0.466667 0.741176 lstm_ft6_cl8 \n", + "322 NaN 0.537634 0.588235 lstm_ft6_cl8 \n", + "323 NaN 0.533333 0.658824 lstm_ft6_cl8 \n", + "324 NaN 0.538462 0.658824 lstm_ft6_cl8 \n", + "325 NaN 0.510204 0.588235 lstm_ft6_cl8 \n", + "326 NaN 0.500000 0.623529 lstm_ft6_cl8 \n", + "327 NaN 0.540000 0.635294 lstm_ft6_cl8 \n", + "328 NaN 0.495726 0.682353 lstm_ft6_cl8 \n", + "329 NaN 0.534653 0.635294 lstm_ft6_cl8 \n", + "330 NaN 0.542056 0.682353 lstm_ft6_cl8 \n", + "331 NaN 0.496000 0.729412 lstm_ft6_cl8 \n", + "332 NaN 0.504274 0.694118 lstm_ft6_cl8 \n", + "333 NaN 0.568421 0.635294 lstm_ft6_cl8 \n", + "334 NaN 0.516393 0.741176 lstm_ft6_cl8 \n", + "335 NaN 0.509091 0.658824 lstm_ft6_cl8 \n", + "\n", + " ds lmseed fine_tune model exp_type \n", + "19 reddit 1 no qrnn _orig \n", + "20 reddit 1 no qrnn _orig \n", + "21 reddit 1 no qrnn _orig \n", + "22 reddit 1 no qrnn _orig \n", + "23 reddit 1 no qrnn _orig \n", + "24 reddit 1 no qrnn _orig \n", + "25 reddit 1 no qrnn _orig \n", + "26 reddit 1 no qrnn _orig \n", + "27 reddit 1 no qrnn _orig \n", + "28 reddit 1 no qrnn _orig \n", + "29 reddit 1 no qrnn _orig \n", + "30 reddit 1 no qrnn _orig \n", + "31 reddit 1 no qrnn _orig \n", + "32 reddit 1 no qrnn _orig \n", + "33 reddit 1 no qrnn _orig \n", + "34 reddit 1 no qrnn _orig \n", + "35 reddit 1 no qrnn _orig \n", + "36 reddit 1 no qrnn _orig \n", + "37 reddit 1 no qrnn _orig \n", + "57 reddit 1 yes qrnn _orig \n", + "58 reddit 1 yes qrnn _orig \n", + "59 reddit 1 yes qrnn _orig \n", + "60 reddit 1 yes qrnn _orig \n", + "61 reddit 1 yes qrnn _orig \n", + "62 reddit 1 yes qrnn _orig \n", + "63 reddit 1 yes qrnn _orig \n", + "64 reddit 1 yes qrnn _orig \n", + "65 reddit 1 yes qrnn _orig \n", + "66 reddit 1 yes qrnn _orig \n", + "67 reddit 1 yes qrnn _orig \n", + ".. ... ... ... ... ... \n", + "306 reddit 1 yes lstm _orig \n", + "307 reddit 1 yes lstm _orig \n", + "308 reddit 1 yes lstm _orig \n", + "309 reddit 1 yes lstm _orig \n", + "310 reddit 1 yes lstm _orig \n", + "311 reddit 1 yes lstm _orig \n", + "312 reddit 1 yes lstm _orig \n", + "313 reddit 1 yes lstm _orig \n", + "314 reddit 1 yes lstm _orig \n", + "315 reddit 1 yes lstm _orig \n", + "316 reddit 1 yes lstm _orig \n", + "317 reddit 1 yes lstm _orig \n", + "318 reddit 1 yes lstm _orig \n", + "319 reddit 1 yes lstm _orig \n", + "320 reddit 1 yes lstm _orig \n", + "321 reddit 1 yes lstm _orig \n", + "322 reddit 1 yes lstm _orig \n", + "323 reddit 1 yes lstm _orig \n", + "324 reddit 1 yes lstm _orig \n", + "325 reddit 1 yes lstm _orig \n", + "326 reddit 1 yes lstm _orig \n", + "327 reddit 1 yes lstm _orig \n", + "328 reddit 1 yes lstm _orig \n", + "329 reddit 1 yes lstm _orig \n", + "330 reddit 1 yes lstm _orig \n", + "331 reddit 1 yes lstm _orig \n", + "332 reddit 1 yes lstm _orig \n", + "333 reddit 1 yes lstm _orig \n", + "334 reddit 1 yes lstm _orig \n", + "335 reddit 1 yes lstm _orig \n", + "\n", + "[189 rows x 22 columns]" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[(df[\"ds\"]==\"reddit\")&(df[\"model_name\"].str.contains(\"lmseed-1\"))]" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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test Accuracytest F1 score bintest Kappa Lineartest Losstest Matthews Correfftest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Kappa Linearvalid Lossvalid Matthews Correffvalid Precisionvalid Recall
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test Accuracytest F1 score bintest Kappa Lineartest Losstest Matthews Correfftest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Kappa Linearvalid Lossvalid Matthews Correffvalid Precisionvalid Recall
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test Accuracytest F1 score bintest Kappa Lineartest Losstest Matthews Correfftest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Kappa Linearvalid Lossvalid Matthews Correffvalid Precisionvalid Recall
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test Accuracytest F1 score bintest Kappa Lineartest Losstest Matthews Correfftest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Kappa Linearvalid Lossvalid Matthews Correffvalid Precisionvalid Recall
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min0.8300000.458716NaN0.308932NaN0.4243700.3731340.8417910.4817520.4099040.2272420.4577060.3333330.541176
25%0.8860000.538203NaN0.442533NaN0.5941220.4701490.9104480.5597860.4526520.3249850.4951620.4789740.647059
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test Accuracytest F1 score bintest Kappa Lineartest Losstest Matthews Correfftest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Kappa Linearvalid Lossvalid Matthews Correffvalid Precisionvalid Recall
count57.00000057.00000019.00000057.00000019.00000057.00000057.00000057.00000057.00000057.00000057.00000057.00000057.00000057.000000
mean0.8811050.5275480.3942140.4359300.4166140.5750840.5108670.8999210.5307340.4784770.3587230.4959770.4608170.663571
std0.0068370.0629930.0489420.0604460.0422190.0543120.1187270.0190590.0189790.0265220.0660030.0192240.0823830.096653
min0.8690000.3492060.2941580.3068610.3300200.5093170.2462690.8756220.5021280.4418650.2185460.4647730.3863640.470588
25%0.8760000.5000000.3782410.4102020.3988730.5379310.3955220.8835820.5142860.4548300.3080240.4819690.3974360.564706
50%0.8810000.5547950.3896340.4219940.4164950.5594410.5671640.8915420.5251400.4731700.3773370.4950080.4166670.705882
75%0.8850000.5714290.4294350.4450940.4417790.6000000.5970150.9194030.5465840.4995360.4157560.5095160.5208330.741176
max0.9010000.6083920.4878220.6168510.5072630.7285710.6492540.9383080.5810810.5485760.4497020.5557530.6825400.800000
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" + ], + "text/plain": [ + " test Accuracy test F1 score bin test Kappa Linear test Loss \\\n", + "count 57.000000 57.000000 19.000000 57.000000 \n", + "mean 0.881105 0.527548 0.394214 0.435930 \n", + "std 0.006837 0.062993 0.048942 0.060446 \n", + "min 0.869000 0.349206 0.294158 0.306861 \n", + "25% 0.876000 0.500000 0.378241 0.410202 \n", + "50% 0.881000 0.554795 0.389634 0.421994 \n", + "75% 0.885000 0.571429 0.429435 0.445094 \n", + "max 0.901000 0.608392 0.487822 0.616851 \n", + "\n", + " test Matthews Correff test Precision test Recall valid Accuracy \\\n", + "count 19.000000 57.000000 57.000000 57.000000 \n", + "mean 0.416614 0.575084 0.510867 0.899921 \n", + "std 0.042219 0.054312 0.118727 0.019059 \n", + "min 0.330020 0.509317 0.246269 0.875622 \n", + "25% 0.398873 0.537931 0.395522 0.883582 \n", + "50% 0.416495 0.559441 0.567164 0.891542 \n", + "75% 0.441779 0.600000 0.597015 0.919403 \n", + "max 0.507263 0.728571 0.649254 0.938308 \n", + "\n", + " valid F1 score bin valid Kappa Linear valid Loss \\\n", + "count 57.000000 57.000000 57.000000 \n", + "mean 0.530734 0.478477 0.358723 \n", + "std 0.018979 0.026522 0.066003 \n", + "min 0.502128 0.441865 0.218546 \n", + "25% 0.514286 0.454830 0.308024 \n", + "50% 0.525140 0.473170 0.377337 \n", + "75% 0.546584 0.499536 0.415756 \n", + "max 0.581081 0.548576 0.449702 \n", + "\n", + " valid Matthews Correff valid Precision valid Recall \n", + "count 57.000000 57.000000 57.000000 \n", + "mean 0.495977 0.460817 0.663571 \n", + "std 0.019224 0.082383 0.096653 \n", + "min 0.464773 0.386364 0.470588 \n", + "25% 0.481969 0.397436 0.564706 \n", + "50% 0.495008 0.416667 0.705882 \n", + "75% 0.509516 0.520833 0.741176 \n", + "max 0.555753 0.682540 0.800000 " + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[df[\"model_name\"].str.contains(\"lmseed-1\")&\n", + " df[\"model_name\"].str.contains(\"ft6_cl8\")&df[\"model_dir_parent\"].str.contains(\"wiki\")].describe()" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "lstm_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-0-clstrainseed-1.m\n", + "lstm_noearly_stop_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-0-clstrainseed-7.m\n", + "lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-0-clstrainseed-7.m\n", + "lstm_ft20_cl8_lmseed-1-ftseed-0-clsweightseed-0-clstrainseed-0.m\n", + "lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-3-clstrainseed-3.m\n", + "lstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-2-clstrainseed-6.m\n", + "lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9-clstrainseed-6.m\n", + "lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-1-clstrainseed-4.m\n" + ] + } + ], + "source": [ + "for model_name in df.sort_values(\"test F1 score bin\").tail(8)[\"model_name\"]:\n", + " print(model_name)" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "lstm_nowce_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-4-clstrainseed-0.m\n", + "lstm_nowce_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-0-clstrainseed-5.m\n", + "lstm_nowce_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0-clstrainseed-9.m\n", + "lstm_nowce_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-1-clstrainseed-0.m\n", + "lstm_nowce_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-0-clstrainseed-7.m\n", + "lstm_nowce_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0-clstrainseed-6.m\n", + "lstm_nowce_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0-clstrainseed-5.m\n", + "lstm_nowce_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0-clstrainseed-1.m\n" + ] + } + ], + "source": [ + "for model_name in df.sort_values(\"test F1 score bin\").head(8)[\"model_name\"]:\n", + " print(model_name)" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "orderby=\"valid F1 score bin\"\n", + "ycolumn=\"test F1 score bin\"\n", + "xy = df.sort_values(orderby)\n", + "plt.plot(xy[orderby], xy[ycolumn], 'b.')\n", + "# plt.plot(xy[orderby], xy[\"test Precision\"], 'r.')\n", + "# plt.plot(xy[orderby], xy[\"test Recall\"], 'g.')\n", + "plt.xlabel(orderby)\n", + "plt.ylabel(ycolumn);" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "orderby=\"valid Recall\"\n", + "ycolumn=\"test F1 score bin\"\n", + "xy = df.sort_values(orderby)\n", + "plt.plot(xy[orderby], xy[ycolumn], 'b.')\n", + "plt.xlabel(orderby)\n", + "plt.ylabel(ycolumn);" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "orderby=\"valid Accuracy\"\n", + "ycolumn=\"test Accuracy\"\n", + "xy = df.sort_values(orderby)\n", + "plt.plot(xy[orderby], xy[ycolumn], 'b.-')\n", + "plt.xlabel(orderby)\n", + "plt.ylabel(ycolumn);" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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model_dir_parentmodel_nametest Accuracytest F1 score bintest Kappa Lineartest Losstest Matthews Correfftest Precisiontest Recallvalid Accuracy...valid Lossvalid Matthews Correffvalid Precisionvalid Recallarchdslmseedfine_tunemodelexp_type
0data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-0...0.8700.577922NaN0.456889NaN0.5114940.6641790.876617...0.4295930.5072180.3898300.811765qrnn_ft0_cl8reddit0noqrnn_orig
1data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-0...0.8580.572289NaN0.426693NaN0.4797980.7089550.860696...0.4349750.4838570.3589740.823529qrnn_ft0_cl8reddit0noqrnn_orig
2data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-0...0.8530.573913NaN0.465223NaN0.4691940.7388060.849751...0.5238410.4770670.3428570.847059qrnn_ft0_cl8reddit0noqrnn_orig
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4data/hate/pl-10-reddit/models/sp25kqrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-0...0.8620.576687NaN0.491995NaN0.4895830.7014930.851741...0.4885280.4746080.3446600.835294qrnn_ft0_cl8reddit0noqrnn_orig
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data/hate/pl-10-reddit/models/sp25k \n", + "317 data/hate/pl-10-reddit/models/sp25k \n", + "318 data/hate/pl-10-reddit/models/sp25k \n", + "319 data/hate/pl-10-reddit/models/sp25k \n", + "320 data/hate/pl-10-reddit/models/sp25k \n", + "321 data/hate/pl-10-reddit/models/sp25k \n", + "322 data/hate/pl-10-reddit/models/sp25k \n", + "323 data/hate/pl-10-reddit/models/sp25k \n", + "324 data/hate/pl-10-reddit/models/sp25k \n", + "325 data/hate/pl-10-reddit/models/sp25k \n", + "326 data/hate/pl-10-reddit/models/sp25k \n", + "327 data/hate/pl-10-reddit/models/sp25k \n", + "328 data/hate/pl-10-reddit/models/sp25k \n", + "329 data/hate/pl-10-reddit/models/sp25k \n", + "330 data/hate/pl-10-reddit/models/sp25k \n", + "331 data/hate/pl-10-reddit/models/sp25k \n", + "332 data/hate/pl-10-reddit/models/sp25k \n", + "333 data/hate/pl-10-reddit/models/sp25k \n", + "334 data/hate/pl-10-reddit/models/sp25k \n", + "335 data/hate/pl-10-reddit/models/sp25k \n", + "\n", + " model_name test Accuracy \\\n", + "0 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.870 \n", + "1 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.858 \n", + "2 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.853 \n", + "3 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.855 \n", + "4 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.862 \n", + "5 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.854 \n", + "6 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.850 \n", + "7 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.865 \n", + "8 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.871 \n", + "9 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.849 \n", + "10 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-1... 0.876 \n", + "11 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-2... 0.864 \n", + "12 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-3... 0.861 \n", + "13 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-4... 0.883 \n", + "14 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-5... 0.876 \n", + "15 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-6... 0.848 \n", + "16 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-7... 0.856 \n", + "17 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-8... 0.873 \n", + "18 qrnn_ft0_cl8_lmseed-0-ftseed-0-clsweightseed-9... 0.863 \n", + "19 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.870 \n", + "20 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.858 \n", + "21 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.853 \n", + "22 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.855 \n", + "23 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.862 \n", + "24 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.854 \n", + "25 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.850 \n", + "26 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.865 \n", + "27 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.871 \n", + "28 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-0... 0.849 \n", + "29 qrnn_ft0_cl8_lmseed-1-ftseed-0-clsweightseed-1... 0.876 \n", + ".. ... ... \n", + "306 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-5... 0.901 \n", + "307 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-5... 0.890 \n", + "308 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.900 \n", + "309 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.893 \n", + "310 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.897 \n", + "311 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.895 \n", + "312 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.899 \n", + "313 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.889 \n", + "314 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-6... 0.893 \n", + "315 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.891 \n", + "316 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.873 \n", + "317 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.891 \n", + "318 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.900 \n", + "319 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.895 \n", + "320 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.886 \n", + "321 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-7... 0.893 \n", + "322 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.892 \n", + "323 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.904 \n", + "324 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.894 \n", + "325 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.902 \n", + "326 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.901 \n", + "327 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.888 \n", + "328 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-8... 0.901 \n", + "329 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.887 \n", + "330 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.893 \n", + "331 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.895 \n", + "332 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.895 \n", + "333 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.894 \n", + "334 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.899 \n", + "335 lstm_ft6_cl8_lmseed-1-ftseed-0-clsweightseed-9... 0.906 \n", + "\n", + " test F1 score bin test Kappa Linear test Loss test Matthews Correff \\\n", + "0 0.577922 NaN 0.456889 NaN \n", + "1 0.572289 NaN 0.426693 NaN \n", + "2 0.573913 NaN 0.465223 NaN \n", + "3 0.577259 NaN 0.483052 NaN \n", + "4 0.576687 NaN 0.491995 NaN \n", + "5 0.570588 NaN 0.483143 NaN \n", + "6 0.561404 NaN 0.519333 NaN \n", + "7 0.597015 NaN 0.457041 NaN \n", + "8 0.582524 NaN 0.418411 NaN \n", + "9 0.557185 NaN 0.482558 NaN \n", + "10 0.578231 NaN 0.419756 NaN \n", + "11 0.569620 NaN 0.458027 NaN \n", + "12 0.574924 NaN 0.477018 NaN \n", + "13 0.603390 NaN 0.419202 NaN \n", + "14 0.594771 NaN 0.427007 NaN \n", + "15 0.530864 NaN 0.488566 NaN \n", + "16 0.563636 NaN 0.437123 NaN \n", + "17 0.591640 NaN 0.448317 NaN \n", + "18 0.550820 NaN 0.450464 NaN \n", + "19 0.577922 NaN 0.456889 NaN \n", + "20 0.572289 NaN 0.426693 NaN \n", + "21 0.573913 NaN 0.465223 NaN \n", + "22 0.577259 NaN 0.483052 NaN \n", + "23 0.576687 NaN 0.491995 NaN \n", + "24 0.570588 NaN 0.483143 NaN \n", + "25 0.561404 NaN 0.519333 NaN \n", + "26 0.597015 NaN 0.457041 NaN \n", + "27 0.582524 NaN 0.418411 NaN \n", + "28 0.557185 NaN 0.482558 NaN \n", + "29 0.578231 NaN 0.419756 NaN \n", + ".. ... ... ... ... \n", + "306 0.595918 NaN 0.453026 NaN \n", + "307 0.576923 NaN 0.412375 NaN \n", + "308 0.576271 NaN 0.458157 NaN \n", + "309 0.552301 NaN 0.526710 NaN \n", + "310 0.542222 NaN 0.378023 NaN \n", + "311 0.549356 NaN 0.502734 NaN \n", + "312 0.542986 NaN 0.484061 NaN \n", + "313 0.561265 NaN 0.478323 NaN \n", + "314 0.559671 NaN 0.460062 NaN \n", + "315 0.532189 NaN 0.520550 NaN \n", + "316 0.548043 NaN 0.401640 NaN \n", + "317 0.528139 NaN 0.489808 NaN \n", + "318 0.568965 NaN 0.445748 NaN \n", + "319 0.567901 NaN 0.542561 NaN \n", + "320 0.508621 NaN 0.528722 NaN \n", + "321 0.590038 NaN 0.384665 NaN \n", + "322 0.534483 NaN 0.502705 NaN \n", + "323 0.586207 NaN 0.488476 NaN \n", + "324 0.558333 NaN 0.466521 NaN \n", + "325 0.566372 NaN 0.447245 NaN \n", + "326 0.592593 NaN 0.429450 NaN \n", + "327 0.521367 NaN 0.500936 NaN \n", + "328 0.602410 NaN 0.490258 NaN \n", + "329 0.502203 NaN 0.516663 NaN \n", + "330 0.548523 NaN 0.473883 NaN \n", + "331 0.588235 NaN 0.490045 NaN \n", + "332 0.549356 NaN 0.458278 NaN \n", + "333 0.558333 NaN 0.485095 NaN \n", + "334 0.607004 NaN 0.308932 NaN \n", + "335 0.614754 NaN 0.471272 NaN \n", + "\n", + " test Precision test Recall valid Accuracy ... valid Loss \\\n", + "0 0.511494 0.664179 0.876617 ... 0.429593 \n", + "1 0.479798 0.708955 0.860696 ... 0.434975 \n", + "2 0.469194 0.738806 0.849751 ... 0.523841 \n", + "3 0.473684 0.738806 0.841791 ... 0.530552 \n", + "4 0.489583 0.701493 0.851741 ... 0.488528 \n", + "5 0.470874 0.723881 0.829851 ... 0.537976 \n", + "6 0.461538 0.716418 0.842786 ... 0.541371 \n", + "7 0.497512 0.746269 0.857711 ... 0.452747 \n", + "8 0.514286 0.671642 0.874627 ... 0.378810 \n", + "9 0.458937 0.708955 0.866667 ... 0.471542 \n", + "10 0.531250 0.634328 0.891542 ... 0.345693 \n", + "11 0.494505 0.671642 0.873632 ... 0.425387 \n", + "12 0.487047 0.701493 0.876617 ... 0.449001 \n", + "13 0.552795 0.664179 0.881592 ... 0.407950 \n", + "14 0.529070 0.679105 0.881592 ... 0.408002 \n", + "15 0.452632 0.641791 0.869652 ... 0.478236 \n", + "16 0.474490 0.694030 0.877612 ... 0.403486 \n", + "17 0.519774 0.686567 0.884577 ... 0.427392 \n", + "18 0.491228 0.626866 0.892537 ... 0.404172 \n", + "19 0.511494 0.664179 0.876617 ... 0.429593 \n", + "20 0.479798 0.708955 0.860696 ... 0.434975 \n", + "21 0.469194 0.738806 0.849751 ... 0.523841 \n", + "22 0.473684 0.738806 0.841791 ... 0.530552 \n", + "23 0.489583 0.701493 0.851741 ... 0.488528 \n", + "24 0.470874 0.723881 0.829851 ... 0.537976 \n", + "25 0.461538 0.716418 0.842786 ... 0.541371 \n", + "26 0.497512 0.746269 0.857711 ... 0.452747 \n", + "27 0.514286 0.671642 0.874627 ... 0.378810 \n", + "28 0.458937 0.708955 0.866667 ... 0.471542 \n", + "29 0.531250 0.634328 0.891542 ... 0.345693 \n", + ".. ... ... ... ... ... \n", + "306 0.657658 0.544776 0.923383 ... 0.369372 \n", + "307 0.595238 0.559702 0.901493 ... 0.341758 \n", + "308 0.666667 0.507463 0.920398 ... 0.343866 \n", + "309 0.628571 0.492537 0.923383 ... 0.376918 \n", + "310 0.670330 0.455224 0.928358 ... 0.245958 \n", + "311 0.646465 0.477612 0.917413 ... 0.366041 \n", + "312 0.689655 0.447761 0.928358 ... 0.292909 \n", + "313 0.596639 0.529851 0.912438 ... 0.371474 \n", + "314 0.623853 0.507463 0.916418 ... 0.314330 \n", + "315 0.626263 0.462687 0.924378 ... 0.342852 \n", + "316 0.523810 0.574627 0.890547 ... 0.359008 \n", + "317 0.628866 0.455224 0.917413 ... 0.327826 \n", + "318 0.673469 0.492537 0.922388 ... 0.303262 \n", + "319 0.633027 0.514925 0.922388 ... 0.334571 \n", + "320 0.602041 0.440298 0.921393 ... 0.341839 \n", + "321 0.606299 0.574627 0.906468 ... 0.314057 \n", + "322 0.632653 0.462687 0.922388 ... 0.337562 \n", + "323 0.693878 0.507463 0.922388 ... 0.342792 \n", + "324 0.632075 0.500000 0.923383 ... 0.303226 \n", + "325 0.695652 0.477612 0.917413 ... 0.347164 \n", + "326 0.660550 0.537313 0.915423 ... 0.313667 \n", + "327 0.610000 0.455224 0.923383 ... 0.378845 \n", + "328 0.652174 0.559702 0.914428 ... 0.392229 \n", + "329 0.612903 0.425373 0.922388 ... 0.355745 \n", + "330 0.631068 0.485075 0.924378 ... 0.329670 \n", + "331 0.619835 0.559702 0.914428 ... 0.358677 \n", + "332 0.646465 0.477612 0.916418 ... 0.332558 \n", + "333 0.632075 0.500000 0.928358 ... 0.338581 \n", + "334 0.634146 0.582090 0.919403 ... 0.237768 \n", + "335 0.681818 0.559702 0.917413 ... 0.372592 \n", + "\n", + " valid Matthews Correff valid Precision valid Recall arch \\\n", + "0 0.507218 0.389830 0.811765 qrnn_ft0_cl8 \n", + "1 0.483857 0.358974 0.823529 qrnn_ft0_cl8 \n", + "2 0.477067 0.342857 0.847059 qrnn_ft0_cl8 \n", + "3 0.441885 0.323810 0.800000 qrnn_ft0_cl8 \n", + "4 0.474608 0.344660 0.835294 qrnn_ft0_cl8 \n", + "5 0.435847 0.309735 0.823529 qrnn_ft0_cl8 \n", + "6 0.454872 0.328638 0.823529 qrnn_ft0_cl8 \n", + "7 0.473131 0.352041 0.811765 qrnn_ft0_cl8 \n", + "8 0.492229 0.382857 0.788235 qrnn_ft0_cl8 \n", + "9 0.494311 0.370370 0.823529 qrnn_ft0_cl8 \n", + "10 0.532369 0.425000 0.800000 qrnn_ft0_cl8 \n", + "11 0.484692 0.379310 0.776471 qrnn_ft0_cl8 \n", + "12 0.518262 0.392265 0.835294 qrnn_ft0_cl8 \n", + "13 0.511490 0.400000 0.800000 qrnn_ft0_cl8 \n", + "14 0.500378 0.397590 0.776471 qrnn_ft0_cl8 \n", + "15 0.505266 0.377660 0.835294 qrnn_ft0_cl8 \n", + "16 0.525650 0.395604 0.847059 qrnn_ft0_cl8 \n", + "17 0.539378 0.411429 0.847059 qrnn_ft0_cl8 \n", + "18 0.539953 0.428571 0.811765 qrnn_ft0_cl8 \n", + "19 0.507218 0.389830 0.811765 qrnn_ft0_cl8 \n", + "20 0.483857 0.358974 0.823529 qrnn_ft0_cl8 \n", + "21 0.477067 0.342857 0.847059 qrnn_ft0_cl8 \n", + "22 0.441885 0.323810 0.800000 qrnn_ft0_cl8 \n", + "23 0.474608 0.344660 0.835294 qrnn_ft0_cl8 \n", + "24 0.435847 0.309735 0.823529 qrnn_ft0_cl8 \n", + "25 0.454872 0.328638 0.823529 qrnn_ft0_cl8 \n", + "26 0.473131 0.352041 0.811765 qrnn_ft0_cl8 \n", + "27 0.492229 0.382857 0.788235 qrnn_ft0_cl8 \n", + "28 0.494311 0.370370 0.823529 qrnn_ft0_cl8 \n", + "29 0.532369 0.425000 0.800000 qrnn_ft0_cl8 \n", + ".. ... ... ... ... \n", + "306 NaN 0.538462 0.658824 lstm_ft6_cl8 \n", + "307 NaN 0.446970 0.694118 lstm_ft6_cl8 \n", + "308 NaN 0.523364 0.658824 lstm_ft6_cl8 \n", + "309 NaN 0.540816 0.623529 lstm_ft6_cl8 \n", + "310 NaN 0.564356 0.670588 lstm_ft6_cl8 \n", + "311 NaN 0.509259 0.647059 lstm_ft6_cl8 \n", + "312 NaN 0.573034 0.600000 lstm_ft6_cl8 \n", + "313 NaN 0.486726 0.647059 lstm_ft6_cl8 \n", + "314 NaN 0.504425 0.670588 lstm_ft6_cl8 \n", + "315 NaN 0.545455 0.635294 lstm_ft6_cl8 \n", + "316 NaN 0.421384 0.788235 lstm_ft6_cl8 \n", + "317 NaN 0.509804 0.611765 lstm_ft6_cl8 \n", + "318 NaN 0.534653 0.635294 lstm_ft6_cl8 \n", + "319 NaN 0.533333 0.658824 lstm_ft6_cl8 \n", + "320 NaN 0.528302 0.658824 lstm_ft6_cl8 \n", + "321 NaN 0.466667 0.741176 lstm_ft6_cl8 \n", + "322 NaN 0.537634 0.588235 lstm_ft6_cl8 \n", + "323 NaN 0.533333 0.658824 lstm_ft6_cl8 \n", + "324 NaN 0.538462 0.658824 lstm_ft6_cl8 \n", + "325 NaN 0.510204 0.588235 lstm_ft6_cl8 \n", + "326 NaN 0.500000 0.623529 lstm_ft6_cl8 \n", + "327 NaN 0.540000 0.635294 lstm_ft6_cl8 \n", + "328 NaN 0.495726 0.682353 lstm_ft6_cl8 \n", + "329 NaN 0.534653 0.635294 lstm_ft6_cl8 \n", + "330 NaN 0.542056 0.682353 lstm_ft6_cl8 \n", + "331 NaN 0.496000 0.729412 lstm_ft6_cl8 \n", + "332 NaN 0.504274 0.694118 lstm_ft6_cl8 \n", + "333 NaN 0.568421 0.635294 lstm_ft6_cl8 \n", + "334 NaN 0.516393 0.741176 lstm_ft6_cl8 \n", + "335 NaN 0.509091 0.658824 lstm_ft6_cl8 \n", + "\n", + " ds lmseed fine_tune model exp_type \n", + "0 reddit 0 no qrnn _orig \n", + "1 reddit 0 no qrnn _orig \n", + "2 reddit 0 no qrnn _orig \n", + "3 reddit 0 no qrnn _orig \n", + "4 reddit 0 no qrnn _orig \n", + "5 reddit 0 no qrnn _orig \n", + "6 reddit 0 no qrnn _orig \n", + "7 reddit 0 no qrnn _orig \n", + "8 reddit 0 no qrnn _orig \n", + "9 reddit 0 no qrnn _orig \n", + "10 reddit 0 no qrnn _orig \n", + "11 reddit 0 no qrnn _orig \n", + "12 reddit 0 no qrnn _orig \n", + "13 reddit 0 no qrnn _orig \n", + "14 reddit 0 no qrnn _orig \n", + "15 reddit 0 no qrnn _orig \n", + "16 reddit 0 no qrnn _orig \n", + "17 reddit 0 no qrnn _orig \n", + "18 reddit 0 no qrnn _orig \n", + "19 reddit 1 no qrnn _orig \n", + "20 reddit 1 no qrnn _orig \n", + "21 reddit 1 no qrnn _orig \n", + "22 reddit 1 no qrnn _orig \n", + "23 reddit 1 no qrnn _orig \n", + "24 reddit 1 no qrnn _orig \n", + "25 reddit 1 no qrnn _orig \n", + "26 reddit 1 no qrnn _orig \n", + "27 reddit 1 no qrnn _orig \n", + "28 reddit 1 no qrnn _orig \n", + "29 reddit 1 no qrnn _orig \n", + ".. ... ... ... ... ... \n", + "306 reddit 1 yes lstm _orig \n", + "307 reddit 1 yes lstm _orig \n", + "308 reddit 1 yes lstm _orig \n", + "309 reddit 1 yes lstm _orig \n", + "310 reddit 1 yes lstm _orig \n", + "311 reddit 1 yes lstm _orig \n", + "312 reddit 1 yes lstm _orig \n", + "313 reddit 1 yes lstm _orig \n", + "314 reddit 1 yes lstm _orig \n", + "315 reddit 1 yes lstm _orig \n", + "316 reddit 1 yes lstm _orig \n", + "317 reddit 1 yes lstm _orig \n", + "318 reddit 1 yes lstm _orig \n", + "319 reddit 1 yes lstm _orig \n", + "320 reddit 1 yes lstm _orig \n", + "321 reddit 1 yes lstm _orig \n", + "322 reddit 1 yes lstm _orig \n", + "323 reddit 1 yes lstm _orig \n", + "324 reddit 1 yes lstm _orig \n", + "325 reddit 1 yes lstm _orig \n", + "326 reddit 1 yes lstm _orig \n", + "327 reddit 1 yes lstm _orig \n", + "328 reddit 1 yes lstm _orig \n", + "329 reddit 1 yes lstm _orig \n", + "330 reddit 1 yes lstm _orig \n", + "331 reddit 1 yes lstm _orig \n", + "332 reddit 1 yes lstm _orig \n", + "333 reddit 1 yes lstm _orig \n", + "334 reddit 1 yes lstm _orig \n", + "335 reddit 1 yes lstm _orig \n", + "\n", + "[584 rows x 22 columns]" + ] + }, + "execution_count": 65, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python [conda env:fastaiv1]", + "language": "python", + "name": "conda-env-fastaiv1-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/experiments/poleval19/poleval-small-review.ipynb b/experiments/poleval19/poleval-small-review.ipynb new file mode 100644 index 0000000..ddc9be2 --- /dev/null +++ b/experiments/poleval19/poleval-small-review.ipynb @@ -0,0 +1,1206 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [], + "source": [ + "from fastai.text import *\n", + "import IPython.display" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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model_dir_parentmodel_nametest Accuracytest F1 score bintest Losstest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Lossvalid Precisionvalid Recall
0data/hate/pl-10-wiki/models/sp25klstm_small_ft6_el20_lmseed-0-ftseed-0-clsweigh...0.8830.4507040.5523810.6075950.3582090.9263680.5934070.3514960.5567010.635294
1data/hate/pl-10-wiki/models/sp25klstm_small_ft6_el20_lmseed-0-ftseed-0-clsweigh...0.8820.4913790.5119040.5816330.4253730.9154230.5454550.3744010.5000000.600000
2data/hate/pl-10-wiki/models/sp25klstm_small_ft6_el20_lmseed-0-ftseed-0-clsweigh...0.8810.4757710.5393210.5806450.4029850.9174130.5561500.3715190.5098040.611765
3data/hate/pl-10-wiki/models/sp25klstm_small_ft6_el20_lmseed-0-ftseed-0-clsweigh...0.8740.3942310.5816110.5540540.3059700.9243780.5632180.3464280.5505620.576471
4data/hate/pl-10-wiki/models/sp25klstm_small_ft6_el20_lmseed-0-ftseed-0-clsweigh...0.8800.5238090.4988900.5593220.4925370.9164180.5670100.3931840.5045870.647059
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" + ], + "text/plain": [ + " model_dir_parent \\\n", + "0 data/hate/pl-10-wiki/models/sp25k \n", + "1 data/hate/pl-10-wiki/models/sp25k \n", + "2 data/hate/pl-10-wiki/models/sp25k \n", + "3 data/hate/pl-10-wiki/models/sp25k \n", + "4 data/hate/pl-10-wiki/models/sp25k \n", + "\n", + " model_name test Accuracy \\\n", + "0 lstm_small_ft6_el20_lmseed-0-ftseed-0-clsweigh... 0.883 \n", + "1 lstm_small_ft6_el20_lmseed-0-ftseed-0-clsweigh... 0.882 \n", + "2 lstm_small_ft6_el20_lmseed-0-ftseed-0-clsweigh... 0.881 \n", + "3 lstm_small_ft6_el20_lmseed-0-ftseed-0-clsweigh... 0.874 \n", + "4 lstm_small_ft6_el20_lmseed-0-ftseed-0-clsweigh... 0.880 \n", + "\n", + " test F1 score bin test Loss test Precision test Recall valid Accuracy \\\n", + "0 0.450704 0.552381 0.607595 0.358209 0.926368 \n", + "1 0.491379 0.511904 0.581633 0.425373 0.915423 \n", + "2 0.475771 0.539321 0.580645 0.402985 0.917413 \n", + "3 0.394231 0.581611 0.554054 0.305970 0.924378 \n", + "4 0.523809 0.498890 0.559322 0.492537 0.916418 \n", + "\n", + " valid F1 score bin valid Loss valid Precision valid Recall \n", + "0 0.593407 0.351496 0.556701 0.635294 \n", + "1 0.545455 0.374401 0.500000 0.600000 \n", + "2 0.556150 0.371519 0.509804 0.611765 \n", + "3 0.563218 0.346428 0.550562 0.576471 \n", + "4 0.567010 0.393184 0.504587 0.647059 " + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sdf = pd.read_csv(\"./poleval-small.csv\", index_col=0)\n", + "sdf.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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test Accuracytest F1 score bintest Losstest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Lossvalid Precisionvalid Recall
count20.00000020.00000020.00000020.00000020.00000020.00000020.00000020.00000020.00000020.000000
mean0.8825500.4979080.5105450.5858650.4395520.9175120.5529390.3744580.5130850.602941
std0.0056710.0427230.0439480.0354600.0719430.0061240.0186800.0224640.0314140.040192
min0.8730000.3942310.4194340.5225810.3059700.9074630.5081080.3402010.4636360.552941
25%0.8795000.4792050.4842310.5589150.4085820.9134330.5439700.3582620.4905660.576471
50%0.8815000.5020320.5079250.5811390.4365670.9174130.5541170.3729600.5101100.600000
75%0.8852500.5267580.5468270.6066860.4794780.9228860.5641660.3921420.5412090.623529
max0.8940000.5648850.5816110.6666670.6044780.9263680.5934070.4105340.5595240.729412
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" + ], + "text/plain": [ + " test Accuracy test F1 score bin test Loss test Precision \\\n", + "count 20.000000 20.000000 20.000000 20.000000 \n", + "mean 0.882550 0.497908 0.510545 0.585865 \n", + "std 0.005671 0.042723 0.043948 0.035460 \n", + "min 0.873000 0.394231 0.419434 0.522581 \n", + "25% 0.879500 0.479205 0.484231 0.558915 \n", + "50% 0.881500 0.502032 0.507925 0.581139 \n", + "75% 0.885250 0.526758 0.546827 0.606686 \n", + "max 0.894000 0.564885 0.581611 0.666667 \n", + "\n", + " test Recall valid Accuracy valid F1 score bin valid Loss \\\n", + "count 20.000000 20.000000 20.000000 20.000000 \n", + "mean 0.439552 0.917512 0.552939 0.374458 \n", + "std 0.071943 0.006124 0.018680 0.022464 \n", + "min 0.305970 0.907463 0.508108 0.340201 \n", + "25% 0.408582 0.913433 0.543970 0.358262 \n", + "50% 0.436567 0.917413 0.554117 0.372960 \n", + "75% 0.479478 0.922886 0.564166 0.392142 \n", + "max 0.604478 0.926368 0.593407 0.410534 \n", + "\n", + " valid Precision valid Recall \n", + "count 20.000000 20.000000 \n", + "mean 0.513085 0.602941 \n", + "std 0.031414 0.040192 \n", + "min 0.463636 0.552941 \n", + "25% 0.490566 0.576471 \n", + "50% 0.510110 0.600000 \n", + "75% 0.541209 0.623529 \n", + "max 0.559524 0.729412 " + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sdf.describe()" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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test Accuracytest F1 score bintest Losstest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Lossvalid Precisionvalid Recall
count10.00000010.00000010.00000010.00000010.00000010.00000010.00000010.00000010.00000010.000000
mean0.8834000.5259260.4762900.5822480.4850750.9139300.5442890.3806290.4951080.608235
std0.0063630.0245960.0291620.0384690.0580190.0058260.0188830.0267430.0287890.048996
min0.8730000.4957980.4194340.5225810.4253730.9074630.5081080.3402010.4636360.552941
25%0.8785000.5046580.4691310.5570050.4402980.9094530.5391470.3616200.4708040.579412
50%0.8850000.5267670.4833230.5826400.4701490.9134330.5445030.3890580.4905660.605882
75%0.8860000.5393300.4938030.6037770.5130600.9181590.5517030.4010190.5151360.620588
max0.8940000.5648850.5091570.6555560.6044780.9243780.5714290.4105340.5494510.729412
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" + ], + "text/plain": [ + " test Accuracy test F1 score bin test Loss test Precision \\\n", + "count 10.000000 10.000000 10.000000 10.000000 \n", + "mean 0.883400 0.525926 0.476290 0.582248 \n", + "std 0.006363 0.024596 0.029162 0.038469 \n", + "min 0.873000 0.495798 0.419434 0.522581 \n", + "25% 0.878500 0.504658 0.469131 0.557005 \n", + "50% 0.885000 0.526767 0.483323 0.582640 \n", + "75% 0.886000 0.539330 0.493803 0.603777 \n", + "max 0.894000 0.564885 0.509157 0.655556 \n", + "\n", + " test Recall valid Accuracy valid F1 score bin valid Loss \\\n", + "count 10.000000 10.000000 10.000000 10.000000 \n", + "mean 0.485075 0.913930 0.544289 0.380629 \n", + "std 0.058019 0.005826 0.018883 0.026743 \n", + "min 0.425373 0.907463 0.508108 0.340201 \n", + "25% 0.440298 0.909453 0.539147 0.361620 \n", + "50% 0.470149 0.913433 0.544503 0.389058 \n", + "75% 0.513060 0.918159 0.551703 0.401019 \n", + "max 0.604478 0.924378 0.571429 0.410534 \n", + "\n", + " valid Precision valid Recall \n", + "count 10.000000 10.000000 \n", + "mean 0.495108 0.608235 \n", + "std 0.028789 0.048996 \n", + "min 0.463636 0.552941 \n", + "25% 0.470804 0.579412 \n", + "50% 0.490566 0.605882 \n", + "75% 0.515136 0.620588 \n", + "max 0.549451 0.729412 " + ] + }, + "execution_count": 42, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sdf[sdf[\"model_name\"].str.contains(\"lmseed-1\")&sdf[\"model_dir_parent\"].str.contains(\"wiki\")].describe()" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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test Accuracytest F1 score bintest Losstest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Lossvalid Precisionvalid Recall
count10.00000010.00000010.00000010.00000010.00000010.00000010.00000010.00000010.00000010.000000
mean0.8817000.4698910.5448000.5894830.3940300.9210950.5615900.3682880.5310620.597647
std0.0050780.0387800.0248880.0338460.0543630.0040910.0146220.0162960.0231610.030779
min0.8740000.3942310.4988900.5540540.3059700.9154230.5414360.3434340.5000000.552941
25%0.8802500.4436620.5367490.5642280.3526120.9174130.5561660.3559850.5099570.576471
50%0.8810000.4780600.5486780.5811390.4067160.9218910.5600180.3709600.5342310.588235
75%0.8827500.4903830.5611360.6044300.4235070.9243780.5660620.3789690.5505620.620588
max0.8940000.5238090.5816110.6666670.4925370.9263680.5934070.3931840.5595240.647059
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" + ], + "text/plain": [ + " test Accuracy test F1 score bin test Loss test Precision \\\n", + "count 10.000000 10.000000 10.000000 10.000000 \n", + "mean 0.881700 0.469891 0.544800 0.589483 \n", + "std 0.005078 0.038780 0.024888 0.033846 \n", + "min 0.874000 0.394231 0.498890 0.554054 \n", + "25% 0.880250 0.443662 0.536749 0.564228 \n", + "50% 0.881000 0.478060 0.548678 0.581139 \n", + "75% 0.882750 0.490383 0.561136 0.604430 \n", + "max 0.894000 0.523809 0.581611 0.666667 \n", + "\n", + " test Recall valid Accuracy valid F1 score bin valid Loss \\\n", + "count 10.000000 10.000000 10.000000 10.000000 \n", + "mean 0.394030 0.921095 0.561590 0.368288 \n", + "std 0.054363 0.004091 0.014622 0.016296 \n", + "min 0.305970 0.915423 0.541436 0.343434 \n", + "25% 0.352612 0.917413 0.556166 0.355985 \n", + "50% 0.406716 0.921891 0.560018 0.370960 \n", + "75% 0.423507 0.924378 0.566062 0.378969 \n", + "max 0.492537 0.926368 0.593407 0.393184 \n", + "\n", + " valid Precision valid Recall \n", + "count 10.000000 10.000000 \n", + "mean 0.531062 0.597647 \n", + "std 0.023161 0.030779 \n", + "min 0.500000 0.552941 \n", + "25% 0.509957 0.576471 \n", + "50% 0.534231 0.588235 \n", + "75% 0.550562 0.620588 \n", + "max 0.559524 0.647059 " + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sdf[sdf[\"model_name\"].str.contains(\"lmseed-0\")&sdf[\"model_dir_parent\"].str.contains(\"wiki\")].describe()" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [], + "source": [ + "sdf[\"key\"] = sdf[\"model_name\"].str.replace(\"lstm_small_ft6_el20_\", \"\")" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 lmseed-0-ftseed-0-clsweightseed-0-clstrainseed...\n", + "1 lmseed-0-ftseed-0-clsweightseed-1-clstrainseed...\n", + "2 lmseed-0-ftseed-0-clsweightseed-2-clstrainseed...\n", + "3 lmseed-0-ftseed-0-clsweightseed-3-clstrainseed...\n", + "4 lmseed-0-ftseed-0-clsweightseed-4-clstrainseed...\n", + "5 lmseed-0-ftseed-0-clsweightseed-5-clstrainseed...\n", + "6 lmseed-0-ftseed-0-clsweightseed-6-clstrainseed...\n", + "7 lmseed-0-ftseed-0-clsweightseed-7-clstrainseed...\n", + "8 lmseed-0-ftseed-0-clsweightseed-8-clstrainseed...\n", + "9 lmseed-0-ftseed-0-clsweightseed-9-clstrainseed...\n", + "10 lmseed-1-ftseed-0-clsweightseed-0-clstrainseed...\n", + "11 lmseed-1-ftseed-0-clsweightseed-1-clstrainseed...\n", + "12 lmseed-1-ftseed-0-clsweightseed-2-clstrainseed...\n", + "13 lmseed-1-ftseed-0-clsweightseed-3-clstrainseed...\n", + "14 lmseed-1-ftseed-0-clsweightseed-4-clstrainseed...\n", + "15 lmseed-1-ftseed-0-clsweightseed-5-clstrainseed...\n", + "16 lmseed-1-ftseed-0-clsweightseed-6-clstrainseed...\n", + "17 lmseed-1-ftseed-0-clsweightseed-7-clstrainseed...\n", + "18 lmseed-1-ftseed-0-clsweightseed-8-clstrainseed...\n", + "19 lmseed-1-ftseed-0-clsweightseed-9-clstrainseed...\n", + "Name: key, dtype: object" + ] + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sdf[\"key\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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model_dir_parentmodel_nametest Accuracytest F1 score bintest Kappa Lineartest Losstest Matthews Correfftest Precisiontest Recallvalid Accuracyvalid F1 score binvalid Kappa Linearvalid Lossvalid Matthews Correffvalid Precisionvalid Recall
190data/hate/pl-10-wiki/models/sp25klstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0...0.7860.513636NaN0.644837NaN0.3692810.8432840.7900500.4187330.3322260.7086960.4195940.2733810.894118
191data/hate/pl-10-wiki/models/sp25klstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0...0.8930.544681NaN0.446630NaN0.6336630.4776120.9253730.5945950.5537960.3353450.5560150.5500000.647059
192data/hate/pl-10-wiki/models/sp25klstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0...0.8770.497959NaN0.510850NaN0.5495500.4552240.9114430.5572140.5093120.3668720.5169180.4827590.658824
193data/hate/pl-10-wiki/models/sp25klstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0...0.8900.563492NaN0.439980NaN0.6016950.5298510.9094530.5517240.5028400.3916410.5112170.4745760.658824
194data/hate/pl-10-wiki/models/sp25klstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0...0.8860.551181NaN0.473400NaN0.5833330.5223880.9184080.5900000.5458250.3579520.5535200.5130430.694118
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" + ], + "text/plain": [ + " model_dir_parent \\\n", + "190 data/hate/pl-10-wiki/models/sp25k \n", + "191 data/hate/pl-10-wiki/models/sp25k \n", + "192 data/hate/pl-10-wiki/models/sp25k \n", + "193 data/hate/pl-10-wiki/models/sp25k \n", + "194 data/hate/pl-10-wiki/models/sp25k \n", + "\n", + " model_name test Accuracy \\\n", + "190 lstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.786 \n", + "191 lstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.893 \n", + "192 lstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.877 \n", + "193 lstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.890 \n", + "194 lstm_ft6_cl8_lmseed-0-ftseed-0-clsweightseed-0... 0.886 \n", + "\n", + " test F1 score bin test Kappa Linear test Loss test Matthews Correff \\\n", + "190 0.513636 NaN 0.644837 NaN \n", + "191 0.544681 NaN 0.446630 NaN \n", + "192 0.497959 NaN 0.510850 NaN \n", + "193 0.563492 NaN 0.439980 NaN \n", + "194 0.551181 NaN 0.473400 NaN \n", + "\n", + " test Precision test Recall valid Accuracy valid F1 score bin \\\n", + "190 0.369281 0.843284 0.790050 0.418733 \n", + "191 0.633663 0.477612 0.925373 0.594595 \n", + "192 0.549550 0.455224 0.911443 0.557214 \n", + "193 0.601695 0.529851 0.909453 0.551724 \n", + "194 0.583333 0.522388 0.918408 0.590000 \n", + "\n", + " valid Kappa Linear valid Loss valid Matthews Correff valid Precision \\\n", + "190 0.332226 0.708696 0.419594 0.273381 \n", + "191 0.553796 0.335345 0.556015 0.550000 \n", + "192 0.509312 0.366872 0.516918 0.482759 \n", + "193 0.502840 0.391641 0.511217 0.474576 \n", + "194 0.545825 0.357952 0.553520 0.513043 \n", + "\n", + " valid Recall \n", + "190 0.894118 \n", + "191 0.647059 \n", + "192 0.658824 \n", + "193 0.658824 \n", + "194 0.694118 " + ] + }, + "execution_count": 46, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fdf = pd.read_csv(\"./poleval.csv\", index_col=0)\n", + "fdf = fdf[fdf[\"model_dir_parent\"].str.contains(\"wiki\") & fdf[\"model_name\"].str.contains(\"lstm_ft6_cl8\")]\n", + "fdf.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [], + "source": [ + "fdf[\"key\"] = fdf[\"model_name\"].str.replace(\"lstm_ft6_cl8_\", \"\")" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [], + "source": [ + "mdf = sdf.merge(fdf, how=\"inner\", on=\"key\", suffixes=[\" small\", \" regular\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "orderby=\"valid F1 score bin small\"\n", + "ycolumn=\"valid F1 score bin regular\"\n", + "xy = mdf.sort_values(orderby)\n", + "plt.plot(xy[orderby], xy[ycolumn], 'b.')\n", + "# plt.plot(xy[orderby], xy[\"test Precision\"], 'r.')\n", + "# plt.plot(xy[orderby], xy[\"test Recall\"], 'g.')\n", + "plt.xlabel(orderby)\n", + "plt.ylabel(ycolumn);" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "orderby=\"test F1 score bin small\"\n", + "ycolumn=\"test F1 score bin regular\"\n", + "xy = fdf.sort_values(orderby)\n", + "plt.plot(xy[orderby], xy[ycolumn], 'b.')\n", + "# plt.plot(xy[orderby], xy[\"test Precision\"], 'r.')\n", + "# plt.plot(xy[orderby], xy[\"test Recall\"], 'g.')\n", + "plt.xlabel(orderby)\n", + "plt.ylabel(ycolumn);" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "metadata": {}, + "outputs": [], + "source": [ + "from scipy.stats import pearsonr" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(0.3301579878771195, 0.15512150357244367)" + ] + }, + "execution_count": 51, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pearsonr(mdf[\"test F1 score bin small\"], mdf[\"test F1 score bin regular\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(-0.10902654391320507, 0.6472724699025244)" + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pearsonr(mdf[\"valid F1 score bin small\"], mdf[\"valid F1 score bin regular\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "orderby=\"valid Recall\"\n", + "ycolumn=\"test F1 score bin\"\n", + "xy = fdf.sort_values(orderby)\n", + "plt.plot(xy[orderby], xy[ycolumn], 'b.')\n", + "plt.xlabel(orderby)\n", + "plt.ylabel(ycolumn);" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "orderby=\"valid Accuracy\"\n", + "ycolumn=\"test Accuracy\"\n", + "xy = df.sort_values(orderby)\n", + "plt.plot(xy[orderby], xy[ycolumn], 'b.-')\n", + "plt.xlabel(orderby)\n", + "plt.ylabel(ycolumn);" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "orderby=\"valid Accuracy\"\n", + "ycolumn=\"test Accuracy\"\n", + "xy = df.sort_values(orderby)\n", + "plt.plot(xy[orderby], xy[ycolumn], 'bo')\n", + "plt.xlabel(orderby)\n", + "plt.ylabel(ycolumn);" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "IPython.display.FileLink(\"../poleval.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "df" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python [conda env:fastaiv1]", + "language": "python", + "name": "conda-env-fastaiv1-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.2" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/experiments/poleval19/poleval-small.csv b/experiments/poleval19/poleval-small.csv new file mode 100644 index 0000000..8af7e42 --- /dev/null +++ b/experiments/poleval19/poleval-small.csv @@ -0,0 +1,21 @@ +,model_dir_parent,model_name,test Accuracy,test F1 score bin,test Loss,test 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a/experiments/poleval19/valvstest-fixed.tsv b/experiments/poleval19/valvstest-fixed.tsv new file mode 100644 index 0000000..b0b090e --- /dev/null +++ b/experiments/poleval19/valvstest-fixed.tsv @@ -0,0 +1,241 @@ +index LMseed ft clsseed dataset F1_score loss accuracy +0 0 ft-seed0 2 test 0.5645161271095276 0.43044528365135193 0.8920 +120 0 ft-seed0 2 valid 0.4166666567325592 0.4225634038448334 0.8839 +6 0 ft-seed0 3 test 0.5925925970077515 0.4165325462818146 0.8900 +126 0 ft-seed0 3 valid 0.4606741666793823 0.43441566824913025 0.8863 +12 0 ft-seed0 4 test 0.6065574288368225 0.4814380705356598 0.9040 +132 0 ft-seed0 4 valid 0.4285714626312256 0.5097822546958923 0.8957 +18 0 ft-seed0 5 test 0.570397138595581 0.44903358817100525 0.8810 +138 0 ft-seed0 5 valid 0.4457142949104309 0.4238314628601074 0.8851 +24 0 ft-seed0 6 test 0.5592105388641357 0.4162355363368988 0.8660 +144 0 ft-seed0 6 valid 0.42105263471603394 0.4097800552845001 0.8697 +30 0 ft-seed0 7 test 0.5714285969734192 0.4321300685405731 0.9010 +150 0 ft-seed0 7 valid 0.44871795177459717 0.4115864932537079 0.8981 +36 0 ft-seed0 8 test 0.5772358179092407 0.4818994700908661 0.8960 +156 0 ft-seed0 8 valid 0.45945945382118225 0.447449266910553 0.9052 +42 0 ft-seed0 9 test 0.5 0.45570382475852966 0.8800 +162 0 ft-seed0 9 valid 0.4571428596973419 0.327668696641922 0.9100 +48 0 ft-seed0 10 test 0.5349794626235962 0.4865730404853821 0.8870 +168 0 ft-seed0 10 valid 0.4129032492637634 0.434408038854599 0.8922 +54 0 ft-seed0 11 test 0.5433071255683899 0.4363311529159546 0.8840 +174 0 ft-seed0 11 valid 0.4615384638309479 0.38903355598449707 0.8922 +60 0 ft-seed0 12 test 0.5724906921386719 0.4853847026824951 0.8850 +180 0 ft-seed0 12 valid 0.47191014885902405 0.5130544304847717 0.8886 +66 0 ft-seed0 13 test 0.5742574334144592 0.40475693345069885 0.8710 +186 0 ft-seed0 13 valid 0.45771148800849915 0.4509955048561096 0.8709 +72 0 ft-seed0 14 test 0.5230769515037537 0.44990867376327515 0.8760 +192 0 ft-seed0 14 valid 0.4642857313156128 0.4322844445705414 0.8934 +78 0 ft-seed0 15 test 0.5526315569877625 0.47065943479537964 0.8980 +198 0 ft-seed0 15 valid 0.4413793385028839 0.4142134487628937 0.9040 +84 0 ft-seed0 16 test 0.5087718963623047 0.5729814171791077 0.8880 +204 0 ft-seed0 16 valid 0.4383561909198761 0.4802896976470947 0.9028 +90 0 ft-seed0 17 test 0.560669481754303 0.47273412346839905 0.8950 +210 0 ft-seed0 17 valid 0.4055943787097931 0.4395078718662262 0.8993 +96 0 ft-seed0 18 test 0.5232067108154297 0.5001763701438904 0.8870 +216 0 ft-seed0 18 valid 0.45517241954803467 0.40583667159080505 0.9064 +102 0 ft-seed0 19 test 0.5130434632301331 0.548660397529602 0.8880 +222 0 ft-seed0 19 valid 0.49673202633857727 0.4328499138355255 0.9088 +108 0 ft-seed0 20 test 0.5132743716239929 0.5187202095985413 0.8900 +228 0 ft-seed0 20 valid 0.43609023094177246 0.407430499792099 0.9111 +114 0 ft-seed0 21 test 0.46153849363327026 0.4121854901313782 0.8810 +234 0 ft-seed0 21 valid 0.46268653869628906 0.2815968096256256 0.9147 +1 0 ft-seed1 2 test 0.4956521987915039 0.5943491458892822 0.8840 +121 0 ft-seed1 2 valid 0.4460431635379791 0.5221770405769348 0.9088 +7 0 ft-seed1 3 test 0.41624364256858826 0.7639743089675903 0.8850 +127 0 ft-seed1 3 valid 0.4137931168079376 0.4463430345058441 0.9194 +13 0 ft-seed1 4 test 0.5152838230133057 0.7346494197845459 0.8890 +133 0 ft-seed1 4 valid 0.4615384638309479 0.696619987487793 0.9088 +19 0 ft-seed1 5 test 0.580152690410614 0.44208887219429016 0.8900 +139 0 ft-seed1 5 valid 0.4588235318660736 0.5001108050346375 0.8910 +25 0 ft-seed1 6 test 0.5000000596046448 0.6066558957099915 0.8840 +145 0 ft-seed1 6 valid 0.4964538514614105 0.4511015713214874 0.9159 +31 0 ft-seed1 7 test 0.5522388219833374 0.6283032298088074 0.8800 +151 0 ft-seed1 7 valid 0.4528301954269409 0.6680119037628174 0.8969 +37 0 ft-seed1 8 test 0.4888888895511627 0.6613699793815613 0.8850 +157 0 ft-seed1 8 valid 0.43609023094177246 0.4850305914878845 0.9111 +43 0 ft-seed1 9 test 0.5316455960273743 0.5851835012435913 0.8890 +163 0 ft-seed1 9 valid 0.4217686951160431 0.5449877381324768 0.8993 +49 0 ft-seed1 10 test 0.4651162922382355 0.7876351475715637 0.8850 +169 0 ft-seed1 10 valid 0.40875911712646484 0.6061959862709045 0.9040 +55 0 ft-seed1 11 test 0.568965494632721 0.5870274901390076 0.9000 +175 0 ft-seed1 11 valid 0.46043166518211365 0.49774301052093506 0.9111 +61 0 ft-seed1 12 test 0.5461847186088562 0.5820209383964539 0.8870 +181 0 ft-seed1 12 valid 0.4458598792552948 0.5988472104072571 0.8969 +67 0 ft-seed1 13 test 0.44131454825401306 0.6617334485054016 0.8810 +187 0 ft-seed1 13 valid 0.46715328097343445 0.4917261302471161 0.9135 +73 0 ft-seed1 14 test 0.582456111907959 0.5261735916137695 0.8810 +193 0 ft-seed1 14 valid 0.4687500298023224 0.5817894339561462 0.8791 +79 0 ft-seed1 15 test 0.5431034564971924 0.5236736536026001 0.8940 +199 0 ft-seed1 15 valid 0.4615384638309479 0.4515714943408966 0.9088 +85 0 ft-seed1 16 test 0.6300365924835205 0.46109575033187866 0.8990 +205 0 ft-seed1 16 valid 0.43478259444236755 0.49476781487464905 0.8768 +91 0 ft-seed1 17 test 0.49122804403305054 0.5814564228057861 0.8840 +211 0 ft-seed1 17 valid 0.4142857491970062 0.4819534420967102 0.9028 +97 0 ft-seed1 18 test 0.48510637879371643 0.4999200999736786 0.8790 +217 0 ft-seed1 18 valid 0.4400000274181366 0.39687463641166687 0.9005 +103 0 ft-seed1 19 test 0.5736434459686279 0.5443088412284851 0.8900 +223 0 ft-seed1 19 valid 0.44171783328056335 0.5909873843193054 0.8922 +109 0 ft-seed1 20 test 0.4864864647388458 0.5205869674682617 0.8860 +229 0 ft-seed1 20 valid 0.4117646813392639 0.3999001383781433 0.9052 +115 0 ft-seed1 21 test 0.6058091521263123 0.4227277338504791 0.9050 +235 0 ft-seed1 21 valid 0.4675324559211731 0.3723865747451782 0.9028 +2 0 noft 2 test 0.5433962941169739 0.4767005145549774 0.8790 +122 0 noft 2 valid 0.4457831382751465 0.4171012043952942 0.8910 +8 0 noft 3 test 0.5438596606254578 0.37441006302833557 0.8440 +128 0 noft 3 valid 0.4421052634716034 0.36205780506134033 0.8744 +14 0 noft 4 test 0.5405405163764954 0.5173587799072266 0.8470 +134 0 noft 4 valid 0.3813953697681427 0.5903511047363281 0.8424 +20 0 noft 5 test 0.5266667008399963 0.4419504404067993 0.8580 +140 0 noft 5 valid 0.4293193817138672 0.4399767816066742 0.8709 +26 0 noft 6 test 0.5324674844741821 0.41715914011001587 0.8560 +146 0 noft 6 valid 0.44897958636283875 0.4160920977592468 0.8720 +32 0 noft 7 test 0.5679012537002563 0.4777500629425049 0.8950 +152 0 noft 7 valid 0.4142857491970062 0.42049285769462585 0.9028 +38 0 noft 8 test 0.5747800469398499 0.3598693311214447 0.8550 +158 0 noft 8 valid 0.44144144654273987 0.405771940946579 0.8531 +44 0 noft 9 test 0.5108224749565125 0.5093541145324707 0.8870 +164 0 noft 9 valid 0.4413793385028839 0.3927517235279083 0.9040 +50 0 noft 10 test 0.5108224749565125 0.5246335864067078 0.8870 +170 0 noft 10 valid 0.447761207818985 0.4109422266483307 0.9123 +56 0 noft 11 test 0.5603448152542114 0.5133260488510132 0.8980 +176 0 noft 11 valid 0.4661653935909271 0.38057011365890503 0.9159 +62 0 noft 12 test 0.5597269535064697 0.49656251072883606 0.8710 +182 0 noft 12 valid 0.44680851697921753 0.48734134435653687 0.8768 +68 0 noft 13 test 0.5232067108154297 0.5087217688560486 0.8870 +188 0 noft 13 valid 0.45255473256111145 0.3679719567298889 0.9111 +74 0 noft 14 test 0.536796510219574 0.454653263092041 0.8930 +194 0 noft 14 valid 0.4755244553089142 0.34815725684165955 0.9111 +80 0 noft 15 test 0.49339210987091064 0.4725494980812073 0.8850 +200 0 noft 15 valid 0.4571428596973419 0.35398390889167786 0.9100 +86 0 noft 16 test 0.5022830963134766 0.4819789230823517 0.8910 +206 0 noft 16 valid 0.3999999761581421 0.41223767399787903 0.9040 +92 0 noft 17 test 0.5546218752861023 0.48606786131858826 0.8940 +212 0 noft 17 valid 0.4313725531101227 0.4288560152053833 0.8969 +98 0 noft 18 test 0.565517246723175 0.4054659307003021 0.8740 +218 0 noft 18 valid 0.4421052634716034 0.4349640905857086 0.8744 +104 0 noft 19 test 0.493506520986557 0.5580055117607117 0.8830 +224 0 noft 19 valid 0.44285714626312256 0.44473594427108765 0.9076 +110 0 noft 20 test 0.5951557159423828 0.415360689163208 0.8830 +230 0 noft 20 valid 0.48275861144065857 0.39201340079307556 0.8934 +116 0 noft 21 test 0.5362318754196167 0.47137773036956787 0.8720 +236 0 noft 21 valid 0.4550897777080536 0.4185858368873596 0.8922 +3 1 ft-seed0 2 test 0.5490196347236633 0.5724288821220398 0.8620 +123 1 ft-seed0 2 valid 0.44117647409439087 0.6496979594230652 0.8649 +9 1 ft-seed0 3 test 0.5754386186599731 0.4020021855831146 0.8790 +129 1 ft-seed0 3 valid 0.4422110617160797 0.42443081736564636 0.8685 +15 1 ft-seed0 4 test 0.6111111044883728 0.4388059079647064 0.9020 +135 1 ft-seed0 4 valid 0.44871795177459717 0.3783545196056366 0.8981 +21 1 ft-seed0 5 test 0.5679012537002563 0.49716848134994507 0.8950 +141 1 ft-seed0 5 valid 0.46357616782188416 0.3597354590892792 0.9040 +27 1 ft-seed0 6 test 0.5486725568771362 0.43432965874671936 0.8980 +147 1 ft-seed0 6 valid 0.43939390778541565 0.3266245424747467 0.9123 +33 1 ft-seed0 7 test 0.6108786463737488 0.4717611074447632 0.9070 +153 1 ft-seed0 7 valid 0.4313725531101227 0.43972310423851013 0.8969 +39 1 ft-seed0 8 test 0.5909091234207153 0.29768291115760803 0.8920 +159 1 ft-seed0 8 valid 0.4550897777080536 0.3085547983646393 0.8922 +45 1 ft-seed0 9 test 0.560669481754303 0.4620136320590973 0.8950 +165 1 ft-seed0 9 valid 0.44897958636283875 0.37488117814064026 0.9040 +51 1 ft-seed0 10 test 0.6086956858634949 0.42837387323379517 0.9010 +171 1 ft-seed0 10 valid 0.43478259444236755 0.44988685846328735 0.8922 +57 1 ft-seed0 11 test 0.5660377740859985 0.49595555663108826 0.8850 +177 1 ft-seed0 11 valid 0.4177215099334717 0.41470322012901306 0.8910 +63 1 ft-seed0 12 test 0.5942028760910034 0.44078487157821655 0.8880 +183 1 ft-seed0 12 valid 0.44692739844322205 0.43711891770362854 0.8827 +69 1 ft-seed0 13 test 0.5753424763679504 0.5054553747177124 0.8760 +189 1 ft-seed0 13 valid 0.4333333671092987 0.42465242743492126 0.8791 +75 1 ft-seed0 14 test 0.607692301273346 0.36369848251342773 0.8980 +195 1 ft-seed0 14 valid 0.4585987329483032 0.32929185032844543 0.8993 +81 1 ft-seed0 15 test 0.5620437860488892 0.3254164457321167 0.8800 +201 1 ft-seed0 15 valid 0.4497041702270508 0.2714768946170807 0.8898 +87 1 ft-seed0 16 test 0.6101694703102112 0.3997952938079834 0.8850 +207 1 ft-seed0 16 valid 0.4419889450073242 0.36827152967453003 0.8803 +93 1 ft-seed0 17 test 0.5723905563354492 0.4410214424133301 0.8730 +213 1 ft-seed0 17 valid 0.4365482032299042 0.4674760699272156 0.8685 +99 1 ft-seed0 18 test 0.5785713791847229 0.346145898103714 0.8820 +219 1 ft-seed0 18 valid 0.4134078323841095 0.33745241165161133 0.8756 +105 1 ft-seed0 19 test 0.5414847135543823 0.505227267742157 0.8950 +225 1 ft-seed0 19 valid 0.4217686951160431 0.427654892206192 0.8993 +111 1 ft-seed0 20 test 0.5779467225074768 0.5614640712738037 0.8890 +231 1 ft-seed0 20 valid 0.45000001788139343 0.45731329917907715 0.8957 +117 1 ft-seed0 21 test 0.5573770403862 0.516575813293457 0.8920 +237 1 ft-seed0 21 valid 0.4026845395565033 0.4152399003505707 0.8945 +4 1 ft-seed1 2 test 0.5914397239685059 0.5607386231422424 0.8950 +124 1 ft-seed1 2 valid 0.43589746952056885 0.4342404901981354 0.8957 +10 1 ft-seed1 3 test 0.5737704634666443 0.518389880657196 0.8960 +130 1 ft-seed1 3 valid 0.42953020334243774 0.3975204527378082 0.8993 +16 1 ft-seed1 4 test 0.5836299061775208 0.3816649615764618 0.8830 +136 1 ft-seed1 4 valid 0.37931036949157715 0.36890846490859985 0.8720 +22 1 ft-seed1 5 test 0.6038960814476013 0.4200931787490845 0.8780 +142 1 ft-seed1 5 valid 0.45000001788139343 0.39361807703971863 0.8697 +28 1 ft-seed1 6 test 0.5573770999908447 0.4661884605884552 0.8650 +148 1 ft-seed1 6 valid 0.4565217196941376 0.38068053126335144 0.8815 +34 1 ft-seed1 7 test 0.5991902351379395 0.5403699278831482 0.9010 +154 1 ft-seed1 7 valid 0.4556961953639984 0.4898127019405365 0.8981 +40 1 ft-seed1 8 test 0.63670414686203 0.29799285531044006 0.9030 +160 1 ft-seed1 8 valid 0.5176470279693604 0.2861432135105133 0.9028 +46 1 ft-seed1 9 test 0.5886792540550232 0.392250120639801 0.8910 +166 1 ft-seed1 9 valid 0.44720497727394104 0.34671708941459656 0.8945 +52 1 ft-seed1 10 test 0.5737704634666443 0.5335988402366638 0.8960 +172 1 ft-seed1 10 valid 0.4109589159488678 0.43126046657562256 0.8981 +58 1 ft-seed1 11 test 0.5517241954803467 0.40790465474128723 0.8830 +178 1 ft-seed1 11 valid 0.43113774061203003 0.3307510316371918 0.8874 +64 1 ft-seed1 12 test 0.5423728823661804 0.5214505195617676 0.8920 +184 1 ft-seed1 12 valid 0.46979862451553345 0.40523862838745117 0.9064 +70 1 ft-seed1 13 test 0.5725191235542297 0.42663702368736267 0.8880 +190 1 ft-seed1 13 valid 0.44692739844322205 0.4057123363018036 0.8827 +76 1 ft-seed1 14 test 0.6165413856506348 0.4142192006111145 0.8980 +196 1 ft-seed1 14 valid 0.4431818127632141 0.35879600048065186 0.8839 +82 1 ft-seed1 15 test 0.5925925970077515 0.31346964836120605 0.8900 +202 1 ft-seed1 15 valid 0.44171783328056335 0.27289724349975586 0.8922 +88 1 ft-seed1 16 test 0.599303126335144 0.4012908637523651 0.8850 +208 1 ft-seed1 16 valid 0.4093567132949829 0.3552548289299011 0.8803 +94 1 ft-seed1 17 test 0.5680934190750122 0.5617448687553406 0.8890 +214 1 ft-seed1 17 valid 0.48447200655937195 0.4144614338874817 0.9017 +100 1 ft-seed1 18 test 0.5746268630027771 0.5116666555404663 0.8860 +220 1 ft-seed1 18 valid 0.43023255467414856 0.4778071343898773 0.8839 +106 1 ft-seed1 19 test 0.5517240762710571 0.6141948103904724 0.8440 +226 1 ft-seed1 19 valid 0.42396309971809387 0.6560723185539246 0.8519 +112 1 ft-seed1 20 test 0.5658263564109802 0.4831385910511017 0.8450 +232 1 ft-seed1 20 valid 0.43103447556495667 0.5641922950744629 0.8436 +118 1 ft-seed1 21 test 0.5827814340591431 0.3617390990257263 0.8740 +238 1 ft-seed1 21 valid 0.3886255919933319 0.39799734950065613 0.8472 +5 1 noft 2 test 0.5281385183334351 0.4756642282009125 0.8910 +125 1 noft 2 valid 0.40287768840789795 0.3857330083847046 0.9017 +11 1 noft 3 test 0.5643153190612793 0.4803626239299774 0.8950 +131 1 noft 3 valid 0.3866666555404663 0.47957706451416016 0.8910 +17 1 noft 4 test 0.5821918249130249 0.3984341025352478 0.8780 +137 1 noft 4 valid 0.3932584226131439 0.41079074144363403 0.8720 +23 1 noft 5 test 0.5921052694320679 0.4569582939147949 0.8760 +143 1 noft 5 valid 0.46632125973701477 0.41115298867225647 0.8780 +29 1 noft 6 test 0.5925925970077515 0.411027729511261 0.9010 +149 1 noft 6 valid 0.4296296536922455 0.3237917125225067 0.9088 +35 1 noft 7 test 0.5934960246086121 0.47999921441078186 0.9000 +155 1 noft 7 valid 0.45945945382118225 0.34085509181022644 0.9052 +41 1 noft 8 test 0.5552050471305847 0.4669162631034851 0.8590 +161 1 noft 8 valid 0.44897958636283875 0.4272935688495636 0.8720 +47 1 noft 9 test 0.5791505575180054 0.45815664529800415 0.8910 +167 1 noft 9 valid 0.4125000238418579 0.39577150344848633 0.8886 +53 1 noft 10 test 0.5773195624351501 0.44457459449768066 0.8770 +173 1 noft 10 valid 0.41111111640930176 0.4423538148403168 0.8744 +59 1 noft 11 test 0.563265323638916 0.534534752368927 0.8930 +179 1 noft 11 valid 0.41134753823280334 0.43552181124687195 0.9017 +65 1 noft 12 test 0.5795053243637085 0.5075364708900452 0.8810 +185 1 noft 12 valid 0.45901644229888916 0.4783734381198883 0.8827 +71 1 noft 13 test 0.5666667222976685 0.48282700777053833 0.8960 +191 1 noft 13 valid 0.4647887349128723 0.3755517303943634 0.9100 +77 1 noft 14 test 0.579365074634552 0.4776264429092407 0.8940 +197 1 noft 14 valid 0.40522876381874084 0.4339909851551056 0.8922 +83 1 noft 15 test 0.6067415475845337 0.28845077753067017 0.8950 +203 1 noft 15 valid 0.43589746952056885 0.28395193815231323 0.8957 +89 1 noft 16 test 0.607692301273346 0.3595740497112274 0.8980 +209 1 noft 16 valid 0.4268292486667633 0.35805508494377136 0.8886 +95 1 noft 17 test 0.6209386587142944 0.5146023035049438 0.8950 +215 1 noft 17 valid 0.43023255467414856 0.495402067899704 0.8839 +101 1 noft 18 test 0.5602836608886719 0.46523019671440125 0.8760 +221 1 noft 18 valid 0.4482758641242981 0.43405812978744507 0.8863 +107 1 noft 19 test 0.5919539928436279 0.4383227527141571 0.8580 +227 1 noft 19 valid 0.4107142686843872 0.4886990487575531 0.8436 +113 1 noft 20 test 0.6204081773757935 0.41948041319847107 0.9070 +233 1 noft 20 valid 0.47887325286865234 0.33019527792930603 0.9123 +119 1 noft 21 test 0.5813148617744446 0.5301401019096375 0.8790 +239 1 noft 21 valid 0.40229886770248413 0.5155616402626038 0.8768 diff --git a/experiments/poleval19/valvstest.tsv b/experiments/poleval19/valvstest.tsv new file mode 100644 index 0000000..d27d04c --- /dev/null +++ b/experiments/poleval19/valvstest.tsv @@ -0,0 +1,241 @@ +index LMseed ft clsseed dataset F1_score loss accuracy +0 0 ft-seed0 2 test 0.5645161271095276 0.43044528365135193 0.5435997247695923 +120 0 ft-seed0 2 valid 0.4166666567325592 0.4225634038448334 0.40362587571144104 +6 0 ft-seed0 3 test 0.5925925970077515 0.4165325462818146 0.5603249073028564 +126 0 ft-seed0 3 valid 0.4606741666793823 0.43441566824913025 0.46482881903648376 +12 0 ft-seed0 4 test 0.6065574288368225 0.4814380705356598 0.6015315651893616 +132 0 ft-seed0 4 valid 0.4285714626312256 0.5097822546958923 0.3987082242965698 +18 0 ft-seed0 5 test 0.570397138595581 0.44903358817100525 0.5506796836853027 +138 0 ft-seed0 5 valid 0.4457142949104309 0.4238314628601074 0.4373311400413513 +24 0 ft-seed0 6 test 0.5592105388641357 0.4162355363368988 0.5435535311698914 +144 0 ft-seed0 6 valid 0.42105263471603394 0.4097800552845001 0.40014225244522095 +30 0 ft-seed0 7 test 0.5714285969734192 0.4321300685405731 0.57682865858078 +150 0 ft-seed0 7 valid 0.44871795177459717 0.4115864932537079 0.44700318574905396 +36 0 ft-seed0 8 test 0.5772358179092407 0.4818994700908661 0.5596418380737305 +156 0 ft-seed0 8 valid 0.45945945382118225 0.447449266910553 0.43708524107933044 +42 0 ft-seed0 9 test 0.5 0.45570382475852966 0.45577582716941833 +162 0 ft-seed0 9 valid 0.4571428596973419 0.327668696641922 0.45067551732063293 +48 0 ft-seed0 10 test 0.5349794626235962 0.4865730404853821 0.5182504057884216 +168 0 ft-seed0 10 valid 0.4129032492637634 0.434408038854599 0.4094066023826599 +54 0 ft-seed0 11 test 0.5433071255683899 0.4363311529159546 0.5251346230506897 +174 0 ft-seed0 11 valid 0.4615384638309479 0.38903355598449707 0.46455758810043335 +60 0 ft-seed0 12 test 0.5724906921386719 0.4853847026824951 0.5576902627944946 +180 0 ft-seed0 12 valid 0.47191014885902405 0.5130544304847717 0.47807759046554565 +66 0 ft-seed0 13 test 0.5742574334144592 0.40475693345069885 0.5624763369560242 +186 0 ft-seed0 13 valid 0.45771148800849915 0.4509955048561096 0.46506598591804504 +72 0 ft-seed0 14 test 0.5230769515037537 0.44990867376327515 0.4929400682449341 +192 0 ft-seed0 14 valid 0.4642857313156128 0.4322844445705414 0.46598318219184875 +78 0 ft-seed0 15 test 0.5526315569877625 0.47065943479537964 0.517307698726654 +198 0 ft-seed0 15 valid 0.4413793385028839 0.4142134487628937 0.4313492178916931 +84 0 ft-seed0 16 test 0.5087718963623047 0.5729814171791077 0.47096720337867737 +204 0 ft-seed0 16 valid 0.4383561909198761 0.4802896976470947 0.4158690273761749 +90 0 ft-seed0 17 test 0.560669481754303 0.47273412346839905 0.5466279983520508 +210 0 ft-seed0 17 valid 0.4055943787097931 0.4395078718662262 0.4165821969509125 +96 0 ft-seed0 18 test 0.5232067108154297 0.5001763701438904 0.48940691351890564 +216 0 ft-seed0 18 valid 0.45517241954803467 0.40583667159080505 0.44013768434524536 +102 0 ft-seed0 19 test 0.5130434632301331 0.548660397529602 0.5009177923202515 +222 0 ft-seed0 19 valid 0.49673202633857727 0.4328499138355255 0.4777645766735077 +108 0 ft-seed0 20 test 0.5132743716239929 0.5187202095985413 0.5138627886772156 +228 0 ft-seed0 20 valid 0.43609023094177246 0.407430499792099 0.42027491331100464 +114 0 ft-seed0 21 test 0.46153849363327026 0.4121854901313782 0.43544453382492065 +234 0 ft-seed0 21 valid 0.46268653869628906 0.2815968096256256 0.44372183084487915 +1 0 ft-seed1 2 test 0.4956521987915039 0.5943491458892822 0.47801804542541504 +121 0 ft-seed1 2 valid 0.4460431635379791 0.5221770405769348 0.42610034346580505 +7 0 ft-seed1 3 test 0.41624364256858826 0.7639743089675903 0.39021721482276917 +127 0 ft-seed1 3 valid 0.4137931168079376 0.4463430345058441 0.3821505904197693 +13 0 ft-seed1 4 test 0.5152838230133057 0.7346494197845459 0.4891136884689331 +133 0 ft-seed1 4 valid 0.4615384638309479 0.696619987487793 0.44672226905822754 +19 0 ft-seed1 5 test 0.580152690410614 0.44208887219429016 0.5483294129371643 +139 0 ft-seed1 5 valid 0.4588235318660736 0.5001108050346375 0.46335646510124207 +25 0 ft-seed1 6 test 0.5000000596046448 0.6066558957099915 0.494425892829895 +145 0 ft-seed1 6 valid 0.4964538514614105 0.4511015713214874 0.4882415533065796 +31 0 ft-seed1 7 test 0.5522388219833374 0.6283032298088074 0.5173004865646362 +151 0 ft-seed1 7 valid 0.4528301954269409 0.6680119037628174 0.4440968930721283 +37 0 ft-seed1 8 test 0.4888888895511627 0.6613699793815613 0.4632968306541443 +157 0 ft-seed1 8 valid 0.43609023094177246 0.4850305914878845 0.4160941541194916 +43 0 ft-seed1 9 test 0.5316455960273743 0.5851835012435913 0.5189670920372009 +163 0 ft-seed1 9 valid 0.4217686951160431 0.5449877381324768 0.41501468420028687 +49 0 ft-seed1 10 test 0.4651162922382355 0.7876351475715637 0.4422152638435364 +169 0 ft-seed1 10 valid 0.40875911712646484 0.6061959862709045 0.4077857434749603 +55 0 ft-seed1 11 test 0.568965494632721 0.5870274901390076 0.55535888671875 +175 0 ft-seed1 11 valid 0.46043166518211365 0.49774301052093506 0.4526840150356293 +61 0 ft-seed1 12 test 0.5461847186088562 0.5820209383964539 0.5405717492103577 +181 0 ft-seed1 12 valid 0.4458598792552948 0.5988472104072571 0.442074179649353 +67 0 ft-seed1 13 test 0.44131454825401306 0.6617334485054016 0.42308545112609863 +187 0 ft-seed1 13 valid 0.46715328097343445 0.4917261302471161 0.4438578188419342 +73 0 ft-seed1 14 test 0.582456111907959 0.5261735916137695 0.5650691390037537 +193 0 ft-seed1 14 valid 0.4687500298023224 0.5817894339561462 0.46887174248695374 +79 0 ft-seed1 15 test 0.5431034564971924 0.5236736536026001 0.5130492448806763 +199 0 ft-seed1 15 valid 0.4615384638309479 0.4515714943408966 0.45928627252578735 +85 0 ft-seed1 16 test 0.6300365924835205 0.46109575033187866 0.607157289981842 +205 0 ft-seed1 16 valid 0.43478259444236755 0.49476781487464905 0.4346143901348114 +91 0 ft-seed1 17 test 0.49122804403305054 0.5814564228057861 0.45914334058761597 +211 0 ft-seed1 17 valid 0.4142857491970062 0.4819534420967102 0.408165842294693 +97 0 ft-seed1 18 test 0.48510637879371643 0.4999200999736786 0.45851048827171326 +217 0 ft-seed1 18 valid 0.4400000274181366 0.39687463641166687 0.4465416967868805 +103 0 ft-seed1 19 test 0.5736434459686279 0.5443088412284851 0.5560984015464783 +223 0 ft-seed1 19 valid 0.44171783328056335 0.5909873843193054 0.4301799535751343 +109 0 ft-seed1 20 test 0.4864864647388458 0.5205869674682617 0.48399099707603455 +229 0 ft-seed1 20 valid 0.4117646813392639 0.3999001383781433 0.3924347460269928 +115 0 ft-seed1 21 test 0.6058091521263123 0.4227277338504791 0.5824961066246033 +235 0 ft-seed1 21 valid 0.4675324559211731 0.3723865747451782 0.46422505378723145 +2 0 noft 2 test 0.5433962941169739 0.4767005145549774 0.5214850902557373 +122 0 noft 2 valid 0.4457831382751465 0.4171012043952942 0.4381187856197357 +8 0 noft 3 test 0.5438596606254578 0.37441006302833557 0.5402586460113525 +128 0 noft 3 valid 0.4421052634716034 0.36205780506134033 0.44779273867607117 +14 0 noft 4 test 0.5405405163764954 0.5173587799072266 0.5371392965316772 +134 0 noft 4 valid 0.3813953697681427 0.5903511047363281 0.39343199133872986 +20 0 noft 5 test 0.5266667008399963 0.4419504404067993 0.5080550312995911 +140 0 noft 5 valid 0.4293193817138672 0.4399767816066742 0.435255229473114 +26 0 noft 6 test 0.5324674844741821 0.41715914011001587 0.5118011236190796 +146 0 noft 6 valid 0.44897958636283875 0.4160920977592468 0.4528375566005707 +32 0 noft 7 test 0.5679012537002563 0.4777500629425049 0.5508254766464233 +152 0 noft 7 valid 0.4142857491970062 0.42049285769462585 0.4008720815181732 +38 0 noft 8 test 0.5747800469398499 0.3598693311214447 0.5545601844787598 +158 0 noft 8 valid 0.44144144654273987 0.405771940946579 0.4474172294139862 +44 0 noft 9 test 0.5108224749565125 0.5093541145324707 0.48221442103385925 +164 0 noft 9 valid 0.4413793385028839 0.3927517235279083 0.426912397146225 +50 0 noft 10 test 0.5108224749565125 0.5246335864067078 0.48768067359924316 +170 0 noft 10 valid 0.447761207818985 0.4109422266483307 0.424713671207428 +56 0 noft 11 test 0.5603448152542114 0.5133260488510132 0.5482234358787537 +176 0 noft 11 valid 0.4661653935909271 0.38057011365890503 0.45219504833221436 +62 0 noft 12 test 0.5597269535064697 0.49656251072883606 0.5423819422721863 +182 0 noft 12 valid 0.44680851697921753 0.48734134435653687 0.4495908319950104 +68 0 noft 13 test 0.5232067108154297 0.5087217688560486 0.5083507895469666 +188 0 noft 13 valid 0.45255473256111145 0.3679719567298889 0.4423004686832428 +74 0 noft 14 test 0.536796510219574 0.454653263092041 0.4843226969242096 +194 0 noft 14 valid 0.4755244553089142 0.34815725684165955 0.46753519773483276 +80 0 noft 15 test 0.49339210987091064 0.4725494980812073 0.47351354360580444 +200 0 noft 15 valid 0.4571428596973419 0.35398390889167786 0.45776131749153137 +86 0 noft 16 test 0.5022830963134766 0.4819789230823517 0.46512266993522644 +206 0 noft 16 valid 0.3999999761581421 0.41223767399787903 0.38923001289367676 +92 0 noft 17 test 0.5546218752861023 0.48606786131858826 0.5333790183067322 +212 0 noft 17 valid 0.4313725531101227 0.4288560152053833 0.4281012713909149 +98 0 noft 18 test 0.565517246723175 0.4054659307003021 0.5478171706199646 +218 0 noft 18 valid 0.4421052634716034 0.4349640905857086 0.46671339869499207 +104 0 noft 19 test 0.493506520986557 0.5580055117607117 0.45603320002555847 +224 0 noft 19 valid 0.44285714626312256 0.44473594427108765 0.43967923521995544 +110 0 noft 20 test 0.5951557159423828 0.415360689163208 0.5806995630264282 +230 0 noft 20 valid 0.48275861144065857 0.39201340079307556 0.4733225107192993 +116 0 noft 21 test 0.5362318754196167 0.47137773036956787 0.5331786274909973 +236 0 noft 21 valid 0.4550897777080536 0.4185858368873596 0.4586920738220215 +3 1 ft-seed0 2 test 0.5490196347236633 0.5724288821220398 0.5155833959579468 +123 1 ft-seed0 2 valid 0.44117647409439087 0.6496979594230652 0.45821937918663025 +9 1 ft-seed0 3 test 0.5754386186599731 0.4020021855831146 0.566059410572052 +129 1 ft-seed0 3 valid 0.4422110617160797 0.42443081736564636 0.44480353593826294 +15 1 ft-seed0 4 test 0.6111111044883728 0.4388059079647064 0.5846359133720398 +135 1 ft-seed0 4 valid 0.44871795177459717 0.3783545196056366 0.4501579701900482 +21 1 ft-seed0 5 test 0.5679012537002563 0.49716848134994507 0.5324816703796387 +141 1 ft-seed0 5 valid 0.46357616782188416 0.3597354590892792 0.44924965500831604 +27 1 ft-seed0 6 test 0.5486725568771362 0.43432965874671936 0.5344046354293823 +147 1 ft-seed0 6 valid 0.43939390778541565 0.3266245424747467 0.4417502284049988 +33 1 ft-seed0 7 test 0.6108786463737488 0.4717611074447632 0.6045064926147461 +153 1 ft-seed0 7 valid 0.4313725531101227 0.43972310423851013 0.4156699478626251 +39 1 ft-seed0 8 test 0.5909091234207153 0.29768291115760803 0.5749288201332092 +159 1 ft-seed0 8 valid 0.4550897777080536 0.3085547983646393 0.4633788466453552 +45 1 ft-seed0 9 test 0.560669481754303 0.4620136320590973 0.5490953922271729 +165 1 ft-seed0 9 valid 0.44897958636283875 0.37488117814064026 0.4432413876056671 +51 1 ft-seed0 10 test 0.6086956858634949 0.42837387323379517 0.5826467275619507 +171 1 ft-seed0 10 valid 0.43478259444236755 0.44988685846328735 0.43672603368759155 +57 1 ft-seed0 11 test 0.5660377740859985 0.49595555663108826 0.5521074533462524 +177 1 ft-seed0 11 valid 0.4177215099334717 0.41470322012901306 0.420681893825531 +63 1 ft-seed0 12 test 0.5942028760910034 0.44078487157821655 0.5803970098495483 +183 1 ft-seed0 12 valid 0.44692739844322205 0.43711891770362854 0.4508112668991089 +69 1 ft-seed0 13 test 0.5753424763679504 0.5054553747177124 0.5615649223327637 +189 1 ft-seed0 13 valid 0.4333333671092987 0.42465242743492126 0.44402429461479187 +75 1 ft-seed0 14 test 0.607692301273346 0.36369848251342773 0.593707799911499 +195 1 ft-seed0 14 valid 0.4585987329483032 0.32929185032844543 0.4540887176990509 +81 1 ft-seed0 15 test 0.5620437860488892 0.3254164457321167 0.5418208837509155 +201 1 ft-seed0 15 valid 0.4497041702270508 0.2714768946170807 0.45483002066612244 +87 1 ft-seed0 16 test 0.6101694703102112 0.3997952938079834 0.5970664024353027 +207 1 ft-seed0 16 valid 0.4419889450073242 0.36827152967453003 0.44359642267227173 +93 1 ft-seed0 17 test 0.5723905563354492 0.4410214424133301 0.5432559251785278 +213 1 ft-seed0 17 valid 0.4365482032299042 0.4674760699272156 0.4319121241569519 +99 1 ft-seed0 18 test 0.5785713791847229 0.346145898103714 0.537955105304718 +219 1 ft-seed0 18 valid 0.4134078323841095 0.33745241165161133 0.4208257496356964 +105 1 ft-seed0 19 test 0.5414847135543823 0.505227267742157 0.5272364020347595 +225 1 ft-seed0 19 valid 0.4217686951160431 0.427654892206192 0.41587772965431213 +111 1 ft-seed0 20 test 0.5779467225074768 0.5614640712738037 0.5631630420684814 +231 1 ft-seed0 20 valid 0.45000001788139343 0.45731329917907715 0.44137561321258545 +117 1 ft-seed0 21 test 0.5573770403862 0.516575813293457 0.5341829657554626 +237 1 ft-seed0 21 valid 0.4026845395565033 0.4152399003505707 0.4038563370704651 +4 1 ft-seed1 2 test 0.5914397239685059 0.5607386231422424 0.5583197474479675 +124 1 ft-seed1 2 valid 0.43589746952056885 0.4342404901981354 0.4398580491542816 +10 1 ft-seed1 3 test 0.5737704634666443 0.518389880657196 0.5634279847145081 +130 1 ft-seed1 3 valid 0.42953020334243774 0.3975204527378082 0.4253101348876953 +16 1 ft-seed1 4 test 0.5836299061775208 0.3816649615764618 0.5631790161132812 +136 1 ft-seed1 4 valid 0.37931036949157715 0.36890846490859985 0.38074082136154175 +22 1 ft-seed1 5 test 0.6038960814476013 0.4200931787490845 0.5767818093299866 +142 1 ft-seed1 5 valid 0.45000001788139343 0.39361807703971863 0.4524843394756317 +28 1 ft-seed1 6 test 0.5573770999908447 0.4661884605884552 0.5439198613166809 +148 1 ft-seed1 6 valid 0.4565217196941376 0.38068053126335144 0.4747180938720703 +34 1 ft-seed1 7 test 0.5991902351379395 0.5403699278831482 0.5718095898628235 +154 1 ft-seed1 7 valid 0.4556961953639984 0.4898127019405365 0.4610288441181183 +40 1 ft-seed1 8 test 0.63670414686203 0.29799285531044006 0.6160865426063538 +160 1 ft-seed1 8 valid 0.5176470279693604 0.2861432135105133 0.5251745581626892 +46 1 ft-seed1 9 test 0.5886792540550232 0.392250120639801 0.5767463445663452 +166 1 ft-seed1 9 valid 0.44720497727394104 0.34671708941459656 0.44917047023773193 +52 1 ft-seed1 10 test 0.5737704634666443 0.5335988402366638 0.55939781665802 +172 1 ft-seed1 10 valid 0.4109589159488678 0.43126046657562256 0.4084997773170471 +58 1 ft-seed1 11 test 0.5517241954803467 0.40790465474128723 0.5228269696235657 +178 1 ft-seed1 11 valid 0.43113774061203003 0.3307510316371918 0.43079525232315063 +64 1 ft-seed1 12 test 0.5423728823661804 0.5214505195617676 0.5331392288208008 +184 1 ft-seed1 12 valid 0.46979862451553345 0.40523862838745117 0.45541146397590637 +70 1 ft-seed1 13 test 0.5725191235542297 0.42663702368736267 0.5290747284889221 +190 1 ft-seed1 13 valid 0.44692739844322205 0.4057123363018036 0.43778395652770996 +76 1 ft-seed1 14 test 0.6165413856506348 0.4142192006111145 0.6040186882019043 +196 1 ft-seed1 14 valid 0.4431818127632141 0.35879600048065186 0.4440614879131317 +82 1 ft-seed1 15 test 0.5925925970077515 0.31346964836120605 0.5623492002487183 +202 1 ft-seed1 15 valid 0.44171783328056335 0.27289724349975586 0.4450274705886841 +88 1 ft-seed1 16 test 0.599303126335144 0.4012908637523651 0.5711842179298401 +208 1 ft-seed1 16 valid 0.4093567132949829 0.3552548289299011 0.4148019850254059 +94 1 ft-seed1 17 test 0.5680934190750122 0.5617448687553406 0.5498369932174683 +214 1 ft-seed1 17 valid 0.48447200655937195 0.4144614338874817 0.4857429265975952 +100 1 ft-seed1 18 test 0.5746268630027771 0.5116666555404663 0.5738064646720886 +220 1 ft-seed1 18 valid 0.43023255467414856 0.4778071343898773 0.4372516870498657 +106 1 ft-seed1 19 test 0.5517240762710571 0.6141948103904724 0.5578478574752808 +226 1 ft-seed1 19 valid 0.42396309971809387 0.6560723185539246 0.43690624833106995 +112 1 ft-seed1 20 test 0.5658263564109802 0.4831385910511017 0.5478011965751648 +232 1 ft-seed1 20 valid 0.43103447556495667 0.5641922950744629 0.4400008022785187 +118 1 ft-seed1 21 test 0.5827814340591431 0.3617390990257263 0.5641347765922546 +238 1 ft-seed1 21 valid 0.3886255919933319 0.39799734950065613 0.39502865076065063 +5 1 noft 2 test 0.5281385183334351 0.4756642282009125 0.5024991631507874 +125 1 noft 2 valid 0.40287768840789795 0.3857330083847046 0.4048222303390503 +11 1 noft 3 test 0.5643153190612793 0.4803626239299774 0.561382532119751 +131 1 noft 3 valid 0.3866666555404663 0.47957706451416016 0.3874838650226593 +17 1 noft 4 test 0.5821918249130249 0.3984341025352478 0.5677289962768555 +137 1 noft 4 valid 0.3932584226131439 0.41079074144363403 0.41720184683799744 +23 1 noft 5 test 0.5921052694320679 0.4569582939147949 0.5805506110191345 +143 1 noft 5 valid 0.46632125973701477 0.41115298867225647 0.47134506702423096 +29 1 noft 6 test 0.5925925970077515 0.411027729511261 0.556318998336792 +149 1 noft 6 valid 0.4296296536922455 0.3237917125225067 0.43004703521728516 +35 1 noft 7 test 0.5934960246086121 0.47999921441078186 0.5628717541694641 +155 1 noft 7 valid 0.45945945382118225 0.34085509181022644 0.45467492938041687 +41 1 noft 8 test 0.5552050471305847 0.4669162631034851 0.5426645874977112 +161 1 noft 8 valid 0.44897958636283875 0.4272935688495636 0.46510761976242065 +47 1 noft 9 test 0.5791505575180054 0.45815664529800415 0.5680941939353943 +167 1 noft 9 valid 0.4125000238418579 0.39577150344848633 0.43273958563804626 +53 1 noft 10 test 0.5773195624351501 0.44457459449768066 0.5565718412399292 +173 1 noft 10 valid 0.41111111640930176 0.4423538148403168 0.42672690749168396 +59 1 noft 11 test 0.563265323638916 0.534534752368927 0.547646701335907 +179 1 noft 11 valid 0.41134753823280334 0.43552181124687195 0.40916135907173157 +65 1 noft 12 test 0.5795053243637085 0.5075364708900452 0.5634565949440002 +185 1 noft 12 valid 0.45901644229888916 0.4783734381198883 0.46437951922416687 +71 1 noft 13 test 0.5666667222976685 0.48282700777053833 0.5505626201629639 +191 1 noft 13 valid 0.4647887349128723 0.3755517303943634 0.4725068211555481 +77 1 noft 14 test 0.579365074634552 0.4776264429092407 0.5561549663543701 +197 1 noft 14 valid 0.40522876381874084 0.4339909851551056 0.40936824679374695 +83 1 noft 15 test 0.6067415475845337 0.28845077753067017 0.5883947610855103 +203 1 noft 15 valid 0.43589746952056885 0.28395193815231323 0.43057218194007874 +89 1 noft 16 test 0.607692301273346 0.3595740497112274 0.5877529382705688 +209 1 noft 16 valid 0.4268292486667633 0.35805508494377136 0.4262784719467163 +95 1 noft 17 test 0.6209386587142944 0.5146023035049438 0.6097524762153625 +215 1 noft 17 valid 0.43023255467414856 0.495402067899704 0.442810595035553 +101 1 noft 18 test 0.5602836608886719 0.46523019671440125 0.5336311459541321 +221 1 noft 18 valid 0.4482758641242981 0.43405812978744507 0.45807918906211853 +107 1 noft 19 test 0.5919539928436279 0.4383227527141571 0.5782817006111145 +227 1 noft 19 valid 0.4107142686843872 0.4886990487575531 0.4262794852256775 +113 1 noft 20 test 0.6204081773757935 0.41948041319847107 0.6076886057853699 +233 1 noft 20 valid 0.47887325286865234 0.33019527792930603 0.467338502407074 +119 1 noft 21 test 0.5813148617744446 0.5301401019096375 0.5666437745094299 +239 1 noft 21 valid 0.40229886770248413 0.5155616402626038 0.41759130358695984