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+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "ce655bc0",
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2022-07-16T07:26:15.161022Z",
+ "start_time": "2022-07-16T07:26:15.142775Z"
+ }
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Warning no robinhood utils.\n"
+ ]
+ }
+ ],
+ "source": [
+ "\n",
+ "\n",
+ "import numpy as np\n",
+ "import matplotlib.pyplot as plt\n",
+ "import seaborn as sns\n",
+ "import torch\n",
+ "import pandas as pd\n",
+ "import gpytorch\n",
+ "import matplotlib.style as style\n",
+ "from matplotlib.lines import Line2D\n",
+ "\n",
+ "palette = [\"red\", \"blue\", \"green\", \"orange\", \"purple\", \"#AF7595\", \"#E6480F\", \"#FA9500\"]\n",
+ "plt.style.use('ggplot')\n",
+ "plt.rcParams['figure.figsize'] = (14.0, 6)\n",
+ "\n",
+ "%load_ext autoreload\n",
+ "%autoreload 2\n",
+ "\n",
+ "import os\n",
+ "\n",
+ "from loguru import logger\n",
+ "logger.remove()\n",
+ "logger.add(os.sys.stdout, colorize=True, format=\"{time} | {message}\")\n",
+ "\n",
+ "from voltron.likelihoods import VolatilityGaussianLikelihood\n",
+ "from voltron.models import SingleTaskVariationalGP\n",
+ "from voltron.kernels import BMKernel, VolatilityKernel\n",
+ "from voltron.train_utils import TrainVolModel, TrainVoltMagpieModel, LearnGPCV, TrainDataModel"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "e4fb0fb7-c533-4474-8b74-ef4f7c38da76",
+ "metadata": {},
+ "source": [
+ "## Generate Some Synthetic SDE Data"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "3b74d19b",
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2022-07-16T07:23:41.627613Z",
+ "start_time": "2022-07-16T07:23:41.610314Z"
+ }
+ },
+ "outputs": [],
+ "source": [
+ "np.random.seed(2019)\n",
+ "torch.random.manual_seed(2019)\n",
+ "\n",
+ "# F0 = 10 ## init price\n",
+ "# V0 = 0.2 ## init price\n",
+ "# mu = 0.05 ## rate of return\n",
+ "\n",
+ "# alpha = 1.25\n",
+ "# beta = 0.9\n",
+ "# rho = -0.2\n",
+ "\n",
+ "T = 1 ## Time of Simulation\n",
+ "steps = 400 ## steps per time. Changing this seems to mess everything up\n",
+ "# dt = T/(steps) ## delta t\n",
+ "dt = 1./252\n",
+ "\n",
+ "# dW = np.random.normal(0, np.sqrt(dt), steps*T)\n",
+ "# dZ = rho * dW + np.sqrt(1 - rho **2) * np.random.normal(0, np.sqrt(dt), steps*T)\n",
+ "\n",
+ "\n",
+ "# train_x = time = torch.linspace(0, T, steps-1) + dt\n",
+ "test_x = torch.linspace(T + dt, 1.5*T, int(.5*steps)-1) + dt"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "0389e233",
+ "metadata": {},
+ "source": [
+ "# Replace with real data\n",
+ "\n",
+ "It should be \n",
+ "- steps = 400\n",
+ "- full_x: a float tensor, of steps from 0 to 1\n",
+ "- full_y: the log returns\n",
+ "\n",
+ "and note that\n",
+ "- F was price\n",
+ "- V was vol"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "ede9e3fd",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
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+ " \n",
+ " \n",
+ " | \n",
+ " Open | \n",
+ " High | \n",
+ " Low | \n",
+ " Close | \n",
+ " Adj Close | \n",
+ " Volume | \n",
+ "
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+ " \n",
+ " \n",
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+ " | 2022-07-15 14:30:00-04:00 | \n",
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+ " Open High Low Close \\\n",
+ "2020-07-16 09:30:00-04:00 320.089996 320.459991 319.089996 320.239990 \n",
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+ "... ... ... ... ... \n",
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+ "2022-07-15 16:00:00-04:00 385.130005 385.130005 385.130005 385.130005 \n",
+ "\n",
+ " Adj Close Volume \n",
+ "2020-07-16 09:30:00-04:00 320.239990 13359875 \n",
+ "2020-07-16 10:30:00-04:00 319.959991 7785907 \n",
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+ "... ... ... \n",
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+ "\n",
+ "[3520 rows x 6 columns]"
+ ]
+ },
+ "execution_count": 3,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "import yfinance as yf\n",
+ "import requests_cache\n",
+ "# let's cache where we can\n",
+ "session = requests_cache.CachedSession('../data/interim/.yfinance.cache')\n",
+ "session.headers['User-agent'] = 'Mozilla/5.0 (Windows NT 10.0; rv:91.0) Gecko/20100101 Firefox/91.0'\n",
+ "\n",
+ "ticker=\"SPY\"\n",
+ "data = yf.download(tickers=ticker, session=session, period='2y', interval=\"1h\", progress=False)\n",
+ "data"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "ef8f23bf",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "400 3120 3520\n",
+ "split_i 2818\n"
+ ]
+ }
+ ],
+ "source": [
+ "print(steps, len(data)-steps, len(data))\n",
+ "split_i = np.random.randint(steps, len(data)-steps)\n",
+ "print('split_i', split_i)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "8c4b7790",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "ahead = test_x.shape[0]\n",
+ "F_all = data['Adj Close']\n",
+ "# F_all = d#.iloc[split_i-steps:split_i+steps]\n",
+ "# data_train = data_all.head(steps)\n",
+ "# data_test = data_all.tail(steps)\n",
+ "\n",
+ "# F_s = data_train.tail(steps)['Close']\n",
+ "# F = F_s.values\n",
+ "# F_s_test = data_test['Close']\n",
+ "\n",
+ "# log_returns_all = np.log(d.pct_change().iloc[split_i-steps:split_i+steps].iloc[1:]+1)\n",
+ "log_returns_all = np.log(F_all.pct_change()+1)\n",
+ "V_all = pd.Series(log_returns_all).rolling(6).std()\n",
+ "\n",
+ "# restrict to our section\n",
+ "F_all = F_all.iloc[split_i-steps:split_i+steps].values\n",
+ "log_returns_all = log_returns_all.iloc[split_i-steps:split_i+steps].iloc[1:].values\n",
+ "V_all = V_all.iloc[split_i-steps:split_i+steps].iloc[1:].values\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "b0e44371",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "fig, ax = plt.subplots(dpi=100)\n",
+ "ax.plot(F_all, label='Price')\n",
+ "ax2 = ax.twinx()\n",
+ "ax2.plot(V_all, color = palette[1], label='Vol')\n",
+ "\n",
+ "ax.set_ylabel(\"Price\")\n",
+ "ax2.set_ylabel(\"Vol\")\n",
+ "\n",
+ "fig.legend(bbox_to_anchor=(0.9, 0.9))\n",
+ "sns.despine()\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "ee913293-538f-406d-b1c9-ee33ee4976f0",
+ "metadata": {},
+ "source": [
+ "## Learning A Volatility Model\n",
+ "\n",
+ "While we show the volatility in the plot above, we do not typically get to observe this path directly. Therefore the first step in the Volt modeling pipeline is to learn a model of the historic volatility. For this we rely on [GCPV](https://arxiv.org/abs/1006.1350).\n",
+ "\n",
+ "First specify the train and test domains"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "id": "468e0fa2",
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2022-07-16T07:24:56.512073Z",
+ "start_time": "2022-07-16T07:24:56.498295Z"
+ }
+ },
+ "outputs": [],
+ "source": [
+ "full_x = torch.FloatTensor(np.linspace(0, T, steps-1)) + dt\n",
+ "full_y = torch.FloatTensor(log_returns_all[1:steps])\n",
+ "\n",
+ "train_x = full_x\n",
+ "train_y = full_y"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "id": "7d665622",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from gpytorch.constraints import Interval"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "id": "59518eac-2240-4a8d-9ac7-c6ec42ef7a6b",
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2022-07-16T07:24:59.218824Z",
+ "start_time": "2022-07-16T07:24:56.645680Z"
+ }
+ },
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/media/wassname/SGIronWolf/projects5/timeseries/Volt/voltron/models/single_task_variational_gp.py:224: UserWarning: The use of `x.T` on tensors of dimension other than 2 to reverse their shape is deprecated and it will throw an error in a future release. Consider `x.mT` to transpose batches of matricesor `x.permute(*torch.arange(x.ndim - 1, -1, -1))` to reverse the dimensions of a tensor. (Triggered internally at /opt/conda/conda-bld/pytorch_1656352464346/work/aten/src/ATen/native/TensorShape.cpp:2981.)\n",
+ " (0.5 * y.pow(-2.0) * (f * 2.0).exp()).T\n",
+ "/home/wassname/miniforge3/envs/volt/lib/python3.7/site-packages/torch/functional.py:478: UserWarning: torch.meshgrid: in an upcoming release, it will be required to pass the indexing argument. (Triggered internally at /opt/conda/conda-bld/pytorch_1656352464346/work/aten/src/ATen/native/TensorShape.cpp:2894.)\n",
+ " return _VF.meshgrid(tensors, **kwargs) # type: ignore[attr-defined]\n",
+ "/home/wassname/miniforge3/envs/volt/lib/python3.7/site-packages/gpytorch/lazy/triangular_lazy_tensor.py:136: UserWarning: torch.triangular_solve is deprecated in favor of torch.linalg.solve_triangularand will be removed in a future PyTorch release.\n",
+ "torch.linalg.solve_triangular has its arguments reversed and does not return a copy of one of the inputs.\n",
+ "X = torch.triangular_solve(B, A).solution\n",
+ "should be replaced with\n",
+ "X = torch.linalg.solve_triangular(A, B). (Triggered internally at /opt/conda/conda-bld/pytorch_1656352464346/work/aten/src/ATen/native/BatchLinearAlgebra.cpp:2183.)\n",
+ " res = torch.triangular_solve(right_tensor, self.evaluate(), upper=self.upper).solution\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Iter 1/500 - Loss: 21.281\n",
+ "Iter 51/500 - Loss: -3.828\n",
+ "Iter 101/500 - Loss: -4.028\n",
+ "Iter 151/500 - Loss: -4.040\n",
+ "Iter 201/500 - Loss: -4.041\n",
+ "Iter 251/500 - Loss: -4.041\n",
+ "Iter 301/500 - Loss: -4.041\n",
+ "Iter 351/500 - Loss: -4.041\n",
+ "Iter 401/500 - Loss: -4.041\n",
+ "Iter 451/500 - Loss: -4.041\n"
+ ]
+ }
+ ],
+ "source": [
+ "likelihood = VolatilityGaussianLikelihood(K=40, param=\"exp\")\n",
+ "# likelihood.raw_a.data -= 4.\n",
+ "\n",
+ "from voltron.means import EWMAMean, DEWMAMean, TEWMAMean\n",
+ "k=400\n",
+ "covar_module = BMKernel(vol=0.99, vol_constraint=Interval(0., 10.))\n",
+ "# covar_module = VolatilityKernel()\n",
+ "# mean_module = gpytorch.means.ConstantMean()\n",
+ "mean_module = gpytorch.means.ConstantMean()\n",
+ "# mean_module = EWMAMean(train_x, train_y.log(), k=k).to(train_x.device)\n",
+ "model = SingleTaskVariationalGP(\n",
+ " init_points=train_x.view(-1,1), likelihood=likelihood, use_piv_chol_init=False,\n",
+ " mean_module = mean_module, covar_module=covar_module, \n",
+ " learn_inducing_locations=False, use_whitened_var_strat=False\n",
+ ")\n",
+ "model.initialize_variational_parameters(likelihood, train_x, y=train_y)\n",
+ "\n",
+ "\n",
+ "# from voltron.models.BMGP import BMGP\n",
+ "# vol_lh = gpytorch.likelihoods.GaussianLikelihood().to(train_x.device)\n",
+ "# vol_lh.noise.data = torch.tensor([1e-2])\n",
+ "# kernel = \"bm\"\n",
+ "# vol_model = BMGP(train_x, vol_path.log(), vol_lh, train_iters=train_iters, printing=False).to(train_x.device)\n",
+ "\n",
+ "\n",
+ "training_iterations = 500\n",
+ "\n",
+ "model.train()\n",
+ "likelihood.train()\n",
+ "optimizer = torch.optim.Adam([\n",
+ " {\"params\": model.parameters()}, \n",
+ " # {\"params\": likelihood.parameters(), \"lr\": 0.1}\n",
+ "], lr=0.01)\n",
+ "mll = gpytorch.mlls.VariationalELBO(likelihood, model, train_y.numel(), combine_terms = True)\n",
+ "\n",
+ "print_every = 50\n",
+ "for i in range(training_iterations):\n",
+ " # Zero backpropped gradients from previous iteration\n",
+ " optimizer.zero_grad()\n",
+ " # Get predictive output\n",
+ " with gpytorch.settings.num_gauss_hermite_locs(75):\n",
+ " output = model(train_x)\n",
+ " # Calc loss and backprop gradients\n",
+ " loss = -mll(output, train_y)\n",
+ " loss.backward()\n",
+ " if i % print_every == 0:\n",
+ " print('Iter %d/%d - Loss: %.3f' % (i + 1, training_iterations, loss.item()))\n",
+ " optimizer.step()\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "1e15ba9e-4d2f-4d64-9e22-65c2944d1683",
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2022-07-16T07:24:59.234686Z",
+ "start_time": "2022-07-16T07:24:59.220369Z"
+ }
+ },
+ "outputs": [],
+ "source": [
+ "model.eval()\n",
+ "likelihood.eval()\n",
+ "predictive = model(full_x)\n",
+ "# FIXME I use max instead of min, because the model was not capturing vol spikes\n",
+ "pred_scale = likelihood(predictive, return_gaussian=False).scale.mean(0).detach()\n",
+ "# pred_scale = likelihood(predictive, return_gaussian=False).scale.max(0)[0].detach()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "id": "80b68ab2",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# full_x = torch.FloatTensor(np.linspace(0, T, steps)) + dt\n",
+ "# # full_y = torch.FloatTensor(log_returns_all[1:steps+1])\n",
+ "# full_y = torch.FloatTensor(F_all[1:steps+1])\n",
+ "\n",
+ "# train_x = full_x\n",
+ "# train_y = full_y\n",
+ "# train_x.shape, train_y.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "id": "de7c6677",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# train_y"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "id": "06922712",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# from voltron.train_utils import LearnGPCV\n",
+ "# pred_scale = LearnGPCV(train_x[:-1], train_y, train_iters=500,\n",
+ "# printing=False, kernel=\"bm\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "id": "009669ba",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# full_x = torch.FloatTensor(np.linspace(0, T, steps-1)) + dt\n",
+ "# full_y = torch.FloatTensor(log_returns_all[1:steps])\n",
+ "\n",
+ "# train_x = full_x\n",
+ "# train_y = full_y"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "id": "7010daad",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "we really need to capture the max spikes or we wont have a good model\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "[]"
+ ]
+ },
+ "execution_count": 15,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "print(\"we really need to capture the max spikes or we wont have a good model\")\n",
+ "plt.plot(V_all)\n",
+ "plt.plot(pred_scale)\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "4de0e5b9",
+ "metadata": {},
+ "source": [
+ "## Now Train the Volt Model\n",
+ "\n",
+ "Given the GCPV volatility path we can now train a GP over the historic volatility, and then learn the final Volt model to forecast with."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "id": "3e97dbdb",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# train_x.shape\n",
+ "# pred_scale.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "id": "ef13c254-6ab1-4133-b9a5-f29d45aedd20",
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2022-07-16T07:25:00.938913Z",
+ "start_time": "2022-07-16T07:24:59.235659Z"
+ },
+ "tags": []
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Iter 1/500 - Loss: 5.547\n",
+ "Iter 51/500 - Loss: 4.313\n",
+ "Iter 101/500 - Loss: 3.642\n",
+ "Iter 151/500 - Loss: 3.221\n",
+ "Iter 201/500 - Loss: 2.918\n",
+ "Iter 251/500 - Loss: 2.682\n",
+ "Iter 301/500 - Loss: 2.487\n",
+ "Iter 351/500 - Loss: 2.322\n",
+ "Iter 401/500 - Loss: 2.178\n",
+ "Iter 451/500 - Loss: 2.047\n"
+ ]
+ }
+ ],
+ "source": [
+ "# vmod, vlh = TrainVolModel(train_x, pred_scale, kernel=\"bm\", train_iters=500, printing=True)\n",
+ "vmod, vlh = TrainVolModel(train_x, pred_scale, kernel=\"fbm\", vol=0.99, vol_constraint=Interval(0., 30.), train_iters=500, printing=True)\n",
+ "# vmod, vlh = TrainVolModel(train_x, pred_scale, kernel=\"bm\", vol=0.99, vol_constraint=Interval(0., 30.), train_iters=500, printing=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "id": "00ca5ef5",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "F = F_all[:steps]\n",
+ "V = V_all[:steps]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 29,
+ "id": "33fa513f",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "(799,)"
+ ]
+ },
+ "execution_count": 29,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "torch.FloatTensor(F)[1:].shape\n",
+ "log_returns_all.shape"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 98,
+ "id": "559704e5",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# torch.FloatTensor(F)[1:].shape\n",
+ "\n",
+ "# # s = pd.Series([1, 2, -3, 4, 0.4, 1, 3])\n",
+ "# # print(s.pct_change())\n",
+ "# # np.diff(s)/s[:-1]\n",
+ "\n",
+ "# F2 = torch.FloatTensor(np.diff(F)/F[:-1])+1\n",
+ "# # F2.log()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 99,
+ "id": "d9f9b902",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "k=4\n",
+ "voltron, lh = TrainVoltMagpieModel(train_x, torch.FloatTensor(F)[1:], \n",
+ " vmod, vlh, pred_scale,\n",
+ " printing=False, \n",
+ " train_iters=500,\n",
+ " k=k, mean_func=\"ewma\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 100,
+ "id": "18feab33-3f3d-4bc7-9417-54bef6e221ea",
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2022-07-16T07:25:04.098416Z",
+ "start_time": "2022-07-16T07:25:00.940596Z"
+ },
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "\n",
+ "dmod, dlh = TrainDataModel(train_x, torch.FloatTensor(F)[1:], vmod, vlh, pred_scale)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "91af0297-6307-45dc-be37-a703b07c3b16",
+ "metadata": {},
+ "source": [
+ "## Sampling"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "81ff54fb-b125-4ab0-add1-8cb13bf0c744",
+ "metadata": {},
+ "source": [
+ "We now have a trained data model which is the main Volt class. To forecast we specify how many volatility paths we want to draw, `nvol`, and how many price paths we want to draw for each volatility path, `npx`. Then we simply loop through and draw the corresponding samples using the `GeneratePrediction` method."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "85454700",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 106,
+ "id": "e14743ca",
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2022-07-16T07:25:04.157531Z",
+ "start_time": "2022-07-16T07:25:04.099715Z"
+ }
+ },
+ "outputs": [],
+ "source": [
+ "dmod.eval();\n",
+ "dlh.eval();\n",
+ "dmod.vol_model.eval();\n",
+ "voltron.vol_model.eval();\n",
+ "\n",
+ "nvol = 60\n",
+ "npx = 1\n",
+ "px_paths = torch.zeros(npx*nvol, test_x.shape[0])\n",
+ "vol_paths = torch.zeros(nvol, test_x.shape[0])\n",
+ "\n",
+ "for vidx in range(nvol):\n",
+ "# print(vidx)\n",
+ " # vol_pred = dmod.vol_model(test_x).sample().exp()\n",
+ " # vol_paths[vidx, :] = vol_pred.detach()\n",
+ "\n",
+ " # # FIXME hack, I don't know why I need the x10 here\n",
+ " # px_pred = dmod.GeneratePrediction(test_x, vol_pred*10, npx).exp()\n",
+ " # px_paths[vidx*npx:(vidx*npx + npx), :] = px_pred.detach().T\n",
+ "\n",
+ " # OR VOLT\n",
+ " from voltron.rollout_utils import GeneratePrediction\n",
+ " vol_pred = voltron.vol_model(test_x).sample().exp()\n",
+ " vol_paths[vidx, :] = vol_pred.detach()\n",
+ " # # FIXME hack, I don't know why I need the x10 here\n",
+ " px_pred = voltron.GeneratePrediction(test_x, vol_pred*20, npx).exp()\n",
+ " px_paths[vidx*npx:(vidx*npx + npx), :] = px_pred.detach().T\n",
+ " \n",
+ "\n",
+ "# px_paths"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 107,
+ "id": "f6a7c996",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "tensor([1.0058, 1.0057, 1.0055, 1.0054, 1.0055, 1.0056, 1.0054, 1.0055, 1.0054,\n",
+ " 1.0054, 1.0054, 1.0056, 1.0056, 1.0057, 1.0058, 1.0056, 1.0058, 1.0056,\n",
+ " 1.0058, 1.0058, 1.0059, 1.0059, 1.0060, 1.0060, 1.0060, 1.0059, 1.0058,\n",
+ " 1.0059, 1.0058, 1.0058, 1.0059, 1.0060, 1.0059, 1.0059, 1.0060, 1.0059,\n",
+ " 1.0060, 1.0059, 1.0059, 1.0058, 1.0059, 1.0058, 1.0059, 1.0058, 1.0059,\n",
+ " 1.0059, 1.0057, 1.0057, 1.0054, 1.0054, 1.0054, 1.0052, 1.0050, 1.0048,\n",
+ " 1.0046, 1.0044, 1.0042, 1.0041, 1.0041, 1.0039, 1.0038, 1.0037, 1.0036,\n",
+ " 1.0035, 1.0035, 1.0035, 1.0035, 1.0034, 1.0034, 1.0034, 1.0034, 1.0034,\n",
+ " 1.0032, 1.0032, 1.0033, 1.0034, 1.0034, 1.0034, 1.0034, 1.0033, 1.0034,\n",
+ " 1.0033, 1.0032, 1.0032, 1.0031, 1.0032, 1.0032, 1.0030, 1.0029, 1.0030,\n",
+ " 1.0032, 1.0031, 1.0030, 1.0029, 1.0028, 1.0029, 1.0029, 1.0029, 1.0030,\n",
+ " 1.0031, 1.0031, 1.0032, 1.0033, 1.0032, 1.0033, 1.0033, 1.0033, 1.0033,\n",
+ " 1.0034, 1.0034, 1.0033, 1.0033, 1.0033, 1.0032, 1.0031, 1.0031, 1.0030,\n",
+ " 1.0029, 1.0030, 1.0029, 1.0029, 1.0029, 1.0029, 1.0028, 1.0029, 1.0029,\n",
+ " 1.0030, 1.0029, 1.0029, 1.0028, 1.0028, 1.0029, 1.0029, 1.0029, 1.0028,\n",
+ " 1.0028, 1.0027, 1.0026, 1.0027, 1.0026, 1.0026, 1.0025, 1.0025, 1.0026,\n",
+ " 1.0025, 1.0025, 1.0025, 1.0024, 1.0023, 1.0023, 1.0023, 1.0023, 1.0023,\n",
+ " 1.0023, 1.0023, 1.0022, 1.0022, 1.0022, 1.0022, 1.0022, 1.0022, 1.0022,\n",
+ " 1.0022, 1.0022, 1.0022, 1.0023, 1.0023, 1.0023, 1.0023, 1.0023, 1.0022,\n",
+ " 1.0023, 1.0023, 1.0023, 1.0024, 1.0023, 1.0023, 1.0023, 1.0023, 1.0023,\n",
+ " 1.0024, 1.0024, 1.0024, 1.0024, 1.0024, 1.0024, 1.0023, 1.0024, 1.0023,\n",
+ " 1.0023, 1.0022, 1.0022, 1.0022, 1.0021, 1.0020, 1.0020, 1.0019, 1.0019,\n",
+ " 1.0019])"
+ ]
+ },
+ "execution_count": 107,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "vol_pred.exp()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 108,
+ "id": "e5dfd61d",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 108,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.plot(vol_pred)\n",
+ "# plt.plot()\n",
+ "plt.plot(V, color = palette[1], alpha=0.75, label=\"True Vol.\")\n",
+ "plt.legend()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "ae84ab49-1e70-4922-a035-c607a5bbf551",
+ "metadata": {},
+ "source": [
+ "## Put It All Together\n",
+ "\n",
+ "Below we plot the full hierarchy - the learned volatility path, the predicted volatility paths into the future, and the predicted paths conditioned on the predicted volatility paths."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 109,
+ "id": "e5ac3139",
+ "metadata": {
+ "ExecuteTime": {
+ "end_time": "2022-07-16T07:25:04.421290Z",
+ "start_time": "2022-07-16T07:25:04.158746Z"
+ }
+ },
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "def FormatAx(ax):\n",
+ " ax.set_xlim(0, test_x.max())\n",
+ "# ax.axvline(train_time.max(), ls=\"--\", c='k', lw=0.5)\n",
+ "\n",
+ "fig, ax = plt.subplots(3, 1, figsize = (8, 10), dpi=100, facecolor = \"w\")\n",
+ "plt.subplots_adjust(hspace=0.3)\n",
+ "\n",
+ "## vol & log return plot ##\n",
+ "ax[0].plot(train_x, F[1:], label='Data', alpha=0.8)\n",
+ "ax2 = ax[0].twinx()\n",
+ "ax2.plot(train_x, V[1:], color = palette[1], label='Volatility')\n",
+ "ax[0].set_ylabel(\"Y\")\n",
+ "ax2.set_ylabel(\"Vol\")\n",
+ "# ax[0].legend(bbox_to_anchor=(0.9, 0.9))\n",
+ "\n",
+ "custom_lines = [Line2D([0], [0], color=palette[0], lw=2., alpha=0.8,label=\"Data\"),\n",
+ " Line2D([0], [0], color=palette[1], lw=2., label=\"Volatility\")]\n",
+ "\n",
+ "ax[0].legend(handles=custom_lines,loc=\"upper right\", bbox_to_anchor=(1.07, 1.), \n",
+ " frameon=False, fontsize=18)\n",
+ "\n",
+ "\n",
+ "## Vol and Forecast Plot ##\n",
+ "ax[1].plot(train_x, V[1:], color = palette[1], alpha=0.75, label=\"True Vol.\")\n",
+ "ax[1].plot(train_x, pred_scale, color = palette[-2], label = \"Learned Vol.\")\n",
+ "ax[1].plot(test_x, vol_paths[0, :].T, color=palette[-1], alpha=0.5, label=\"Predicted Vol.\")\n",
+ "ax[1].plot(test_x, vol_paths[1:, :].T, color=palette[-1], alpha=0.5)\n",
+ "\n",
+ "V_s_test = V_all[steps:steps+steps//2-1]\n",
+ "ax[1].plot(test_x, V_s_test, color=palette[2], alpha=0.7, label=\"True2\")\n",
+ "\n",
+ "ax[1].set_ylabel(\"Vol\")\n",
+ "ax[1].legend(loc=\"upper right\", bbox_to_anchor=(0.8, 1.1), frameon=False, fontsize=18)\n",
+ "\n",
+ "## Price and Forecast Plot ##\n",
+ "ax[2].plot(train_x, F[1:], color=palette[0], alpha=0.8, label=\"Data\")\n",
+ "ax[2].plot(test_x, px_paths[1:, :].T, color=palette[2], alpha=0.7)\n",
+ "ax[2].plot(test_x, px_paths[0, :].T, color=palette[2], alpha=0.7, label=\"Predictions\")\n",
+ "# s=px_paths.std(0)\n",
+ "# m=px_paths.mean(0)\n",
+ "# ax[2].fill_between(test_x, m-s, m+s, alpha=0.2, color=palette[2])\n",
+ "\n",
+ "F_s_test = F_all[steps:steps+steps//2-1]\n",
+ "ax[2].plot(test_x, F_s_test, color=palette[1], alpha=0.7, label=\"True\")\n",
+ "\n",
+ "\n",
+ "# ax[2].plot(F_all.values, color=palette[1], alpha=0.7, label=\"True\")\n",
+ "\n",
+ "ax[2].set_ylabel(\"Y\")\n",
+ "ax[2].set_xlabel(\"X\")\n",
+ "ax[2].legend(loc=\"upper right\", bbox_to_anchor=(0.5, 1.1), frameon=False, fontsize=18)\n",
+ "## General Adjustments ##\n",
+ "FormatAx(ax[0])\n",
+ "FormatAx(ax[1])\n",
+ "FormatAx(ax[2])\n",
+ "\n",
+ "sns.despine()\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "b64dc9d6",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 110,
+ "id": "6f45436c",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "def FormatAx(ax):\n",
+ " ax.set_xlim(0, test_x.max())\n",
+ "# ax.axvline(train_time.max(), ls=\"--\", c='k', lw=0.5)\n",
+ "\n",
+ "fig, ax = plt.subplots(3, 1, figsize = (8, 10), dpi=100, facecolor = \"w\")\n",
+ "plt.subplots_adjust(hspace=0.3)\n",
+ "\n",
+ "## vol & log return plot ##\n",
+ "ax[0].plot(train_x, F[1:], label='Data', alpha=0.8)\n",
+ "ax2 = ax[0].twinx()\n",
+ "ax2.plot(train_x, V[1:], color = palette[1], label='Volatility')\n",
+ "ax[0].set_ylabel(\"Y\")\n",
+ "ax2.set_ylabel(\"Vol\")\n",
+ "# ax[0].legend(bbox_to_anchor=(0.9, 0.9))\n",
+ "\n",
+ "custom_lines = [Line2D([0], [0], color=palette[0], lw=2., alpha=0.8,label=\"Data\"),\n",
+ " Line2D([0], [0], color=palette[1], lw=2., label=\"Volatility\")]\n",
+ "\n",
+ "ax[0].legend(handles=custom_lines,loc=\"upper right\", bbox_to_anchor=(1.07, 1.), \n",
+ " frameon=False, fontsize=18)\n",
+ "\n",
+ "\n",
+ "## Vol and Forecast Plot ##\n",
+ "ax[1].plot(train_x, V[1:], color = palette[1], alpha=0.75, label=\"True Vol.\")\n",
+ "ax[1].plot(train_x, pred_scale, color = palette[-2], label = \"Learned Vol.\")\n",
+ "# ax[1].plot(test_x, vol_paths[0, :].T, color=palette[-1], alpha=0.5, label=\"Predicted Vol.\")\n",
+ "# ax[1].plot(test_x, vol_paths[1:, :].T, color=palette[-1], alpha=0.5)\n",
+ "s=vol_paths.std(0)\n",
+ "m=vol_paths.mean(0)\n",
+ "ax[1].fill_between(test_x, m-s*2, m+s*2, alpha=0.2, color=palette[1], label=\"Predicted Vol.\")\n",
+ "\n",
+ "\n",
+ "V_s_test = V_all[steps:steps+steps//2-1]\n",
+ "ax[1].plot(test_x, V_s_test, color=palette[3], alpha=0.7, label=\"True\")\n",
+ "\n",
+ "ax[1].set_ylabel(\"Vol\")\n",
+ "ax[1].legend(loc=\"upper right\", bbox_to_anchor=(0.8, 1.1), frameon=False, fontsize=18)\n",
+ "\n",
+ "## Price and Forecast Plot ##\n",
+ "ax[2].plot(train_x, F[1:], color=palette[0], alpha=0.8, label=\"Data\")\n",
+ "# ax[2].plot(test_x, px_paths[1:, :].T, color=palette[2], alpha=0.7)\n",
+ "# ax[2].plot(test_x, px_paths[0, :].T, color=palette[2], alpha=0.7, label=\"Predictions\")\n",
+ "s=px_paths.std(0)\n",
+ "m=px_paths.mean(0)\n",
+ "ax[2].fill_between(test_x, m-s*2, m+s*2, alpha=0.2, color=palette[2], label=\"Predictions\")\n",
+ "\n",
+ "F_s_test = F_all[steps:steps+steps//2-1]\n",
+ "ax[2].plot(test_x, F_s_test, color=palette[1], alpha=0.7, label=\"True\")\n",
+ "\n",
+ "\n",
+ "# ax[2].plot(F_all.values, color=palette[1], alpha=0.7, label=\"True\")\n",
+ "\n",
+ "ax[2].set_ylabel(\"Y\")\n",
+ "ax[2].set_xlabel(\"X\")\n",
+ "ax[2].legend(loc=\"upper right\", bbox_to_anchor=(0.5, 1.1), frameon=False, fontsize=18)\n",
+ "## General Adjustments ##\n",
+ "FormatAx(ax[0])\n",
+ "FormatAx(ax[1])\n",
+ "FormatAx(ax[2])\n",
+ "\n",
+ "sns.despine()\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "4d418848-07d0-46c5-9c32-22c3eb38c847",
+ "metadata": {},
+ "source": [
+ "## Note:\n",
+ "\n",
+ "There are some helpful utilities for training and forecasting that are used in the experimental code - we encourage you to play around with these utilities and try out Volt on new problems!"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "e0105514",
+ "metadata": {},
+ "source": []
+ },
+ {
+ "cell_type": "markdown",
+ "id": "9d2b3de2",
+ "metadata": {},
+ "source": []
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "volt",
+ "language": "python",
+ "name": "volt"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.12"
+ },
+ "toc": {
+ "base_numbering": 1,
+ "nav_menu": {},
+ "number_sections": true,
+ "sideBar": true,
+ "skip_h1_title": false,
+ "title_cell": "Table of Contents",
+ "title_sidebar": "Contents",
+ "toc_cell": false,
+ "toc_position": {},
+ "toc_section_display": true,
+ "toc_window_display": false
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/voltron/means/EWMA.py b/voltron/means/EWMA.py
index 8fe77f6..030817f 100644
--- a/voltron/means/EWMA.py
+++ b/voltron/means/EWMA.py
@@ -51,6 +51,7 @@ class EWMAMean(Mean):
elif torch.equal(x.squeeze(), self.train_x.squeeze()):
return ewma[..., :-1].type(torch.FloatTensor).to(self.train_x.device)
else:
+ return ewma[..., -1:].repeat(len(x)).type(torch.FloatTensor).to(self.train_x.device)
return ewma.type(torch.FloatTensor).to(self.train_x.device)
@@ -132,4 +133,4 @@ class MeanRevertingEMAMean(Mean):
elif torch.equal(x.squeeze(), self.train_x.squeeze()):
return ema[..., :-1].type(torch.FloatTensor).to(self.train_x.device)
else:
- return ema.type(torch.FloatTensor).to(self.train_x.device)
\ No newline at end of file
+ return ema.type(torch.FloatTensor).to(self.train_x.device)