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viz_torch_optim/main.ipynb
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2017-11-15 12:00:30 +08:00

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{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"https://github.com/pytorch/pytorch/blob/master/test/test_optim.py"
]
},
{
"cell_type": "code",
"execution_count": 432,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T02:49:31.963911Z",
"start_time": "2017-11-15T02:49:31.956360Z"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Populating the interactive namespace from numpy and matplotlib\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"/home/isisilon/.pyenv/versions/3.6.0/envs/jupyter3/lib/python3.6/site-packages/IPython/core/magics/pylab.py:160: UserWarning: pylab import has clobbered these variables: ['np', 'f']\n",
"`%matplotlib` prevents importing * from pylab and numpy\n",
" \"\\n`%matplotlib` prevents importing * from pylab and numpy\"\n"
]
}
],
"source": [
"%pylab inline"
]
},
{
"cell_type": "code",
"execution_count": 433,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T02:49:33.586268Z",
"start_time": "2017-11-15T02:49:33.394241Z"
},
"collapsed": true
},
"outputs": [],
"source": [
"import torch\n",
"from torch.autograd import Variable"
]
},
{
"cell_type": "code",
"execution_count": 434,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T02:49:41.256781Z",
"start_time": "2017-11-15T02:49:41.250638Z"
},
"collapsed": true
},
"outputs": [],
"source": [
"import matplotlib.pyplot as plt\n",
"\n",
"from mpl_toolkits.mplot3d import Axes3D\n",
"from matplotlib.colors import LogNorm\n",
"from matplotlib import animation\n",
"from IPython.display import HTML\n",
"\n",
"from collections import defaultdict\n",
"from itertools import zip_longest\n",
"from functools import partial"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": []
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Helpers to create optimization paths"
]
},
{
"cell_type": "code",
"execution_count": 643,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T03:30:44.686281Z",
"start_time": "2017-11-15T03:30:44.683729Z"
},
"collapsed": true
},
"outputs": [],
"source": [
"from torch.optim import SGD, Adadelta, Adam\n",
"import torch.optim as optim\n"
]
},
{
"cell_type": "code",
"execution_count": 644,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T03:30:45.065107Z",
"start_time": "2017-11-15T03:30:45.009455Z"
},
"collapsed": true
},
"outputs": [],
"source": [
"def test_f(constructor, steps=150, x0=[-4,-1], solution=[-2,0]):\n",
" state = {}\n",
"\n",
" # start\n",
" params = Variable(torch.Tensor(x0), requires_grad=True)\n",
" optimizer = constructor([params])\n",
"\n",
" solution = torch.Tensor(solution)\n",
" initial_dist = params.data.dist(solution)\n",
"\n",
" def eval():\n",
" optimizer.zero_grad()\n",
" loss = f(params)\n",
" loss.backward()\n",
" # loss.backward() will give **slightly** different\n",
" # gradients, than drosenbtock, because of a different ordering\n",
" # of floating point operations. In most cases it doesn't matter,\n",
" # but some optimizers are so sensitive that they can temporarily\n",
" # diverge up to 1e-4, just to converge again. This makes the\n",
" # comparison more stable.\n",
" params.grad.data.copy_(df(params.data))\n",
" return loss\n",
"\n",
"# print(params.data.dist(solution), initial_dist)\n",
"# print(params.data, params_t)\n",
"\n",
" data=[]\n",
" dist=[]\n",
" for i in range(steps):\n",
" optimizer.step(eval)\n",
" dist.append(params.data.dist(solution)) # loss\n",
" data.append(params.data.numpy().copy())\n",
" return np.array(data), np.array(dist)"
]
},
{
"cell_type": "markdown",
"metadata": {
"collapsed": true
},
"source": [
"# Functions\n",
"\n",
"TODO:\n",
"\n",
"- [ ] add noise\n",
" - need differentiabe noise function(x,y), or maybe add madsen/100"
]
},
{
"cell_type": "code",
"execution_count": 650,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T03:33:04.335510Z",
"start_time": "2017-11-15T03:33:04.326375Z"
},
"collapsed": true
},
"outputs": [],
"source": [
"\"\"\"Valley\"\"\"\n",
"def beales(x, y):\n",
" \"\"\"Beales function, like a valley\"\"\"\n",
" return (1.5 - x + x*y)**2 + (2.25 - x + x*y**2)**2 + (2.625 - x + x*y**3)**2# + noise(x,y)\n",
"\n",
"def dbeales(x, y):\n",
" pass # TODO\n",
"# return (1.5 - x + x*y)**2 + (2.25 - x + x*y**2)**2 + (2.625 - x + x*y**3)**2# + noise(x,y)\n",
" \n",
"\n",
"f = beales\n",
"df = dbeales\n",
"minima = np.array([3., .5])"
]
},
{
"cell_type": "code",
"execution_count": 942,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T04:00:18.387608Z",
"start_time": "2017-11-15T04:00:18.373664Z"
},
"collapsed": true
},
"outputs": [],
"source": [
"\"\"\"A hilly landscape\"\"\"\n",
"def madsen(tensor):\n",
" x1, x2 = tensor\n",
"# x1 = torch.Tensor(x1)\n",
"# x2 = torch.Tensor(x2)\n",
" \"\"\"Madsen function (1981).\"\"\"\n",
" r = x1**2 + x2**2 + x1 * x2 +\\\n",
" torch.sin(x1) +\\\n",
" torch.cos(x2) #+ np.abs(noise(x1,x2))\n",
" return r.numpy()\n",
" \n",
" \n",
"def dmadsen(tensor):\n",
" x1, x2 = tensor\n",
"# x1 = torch.Tensor(x1)\n",
"# x2 = torch.Tensor(x2)\n",
" return 2*x1 +x2 + 2*x2+x1 + torch.cos(x1)-torch.sin(x2)\n",
"\n",
"f = madsen\n",
"df = dmadsen\n",
"minima = np.array([-0.39999999999999591, 0.20000000000000462])\n",
"# zmax = 1e1"
]
},
{
"cell_type": "code",
"execution_count": 943,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T04:00:18.625308Z",
"start_time": "2017-11-15T04:00:18.614562Z"
},
"collapsed": true
},
"outputs": [],
"source": [
"\"\"\"Banana shaped\"\"\"\n",
"def rosenbrock(tensor):\n",
" x, y = tensor\n",
" return (1 - x) ** 2 + 100 * (y - x ** 2) ** 2\n",
"\n",
"\n",
"def drosenbrock(tensor):\n",
" x, y = tensor\n",
" return torch.Tensor((-400 * x * (y - x ** 2) - 2 * (1 - x), 200 * (y - x ** 2)))\n",
"\n",
"x0 = [-3,-4] # start\n",
"f = rosenbrock\n",
"df = drosenbrock\n",
"minima = np.array([1,1])"
]
},
{
"cell_type": "markdown",
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-14T12:25:58.101794Z",
"start_time": "2017-11-14T12:25:58.095399Z"
}
},
"source": [
"# Grid"
]
},
{
"cell_type": "code",
"execution_count": 944,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T04:00:19.019966Z",
"start_time": "2017-11-15T04:00:19.013688Z"
}
},
"outputs": [],
"source": [
"# define boundaries\n",
"xmin, xmax, xstep = -5, 5, .05\n",
"ymin, ymax, ystep = -5, 5, .05\n",
"# x0 = np.array([3., 4.])\n",
"\n",
"\n",
"# and x, y, z\n",
"x, y = np.meshgrid(np.arange(xmin, xmax + xstep, xstep), np.arange(ymin, ymax + ystep, ystep))\n",
"z = f([x, y])"
]
},
{
"cell_type": "code",
"execution_count": 945,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T04:00:19.206217Z",
"start_time": "2017-11-15T04:00:19.200618Z"
}
},
"outputs": [],
"source": [
"# define minima\n",
"minima_ = minima.reshape(-1, 1)\n",
"minima_\n",
"z_min = f(minima)\n",
"_x0 = np.array([x0]).T"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Run"
]
},
{
"cell_type": "code",
"execution_count": 946,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T04:00:19.528636Z",
"start_time": "2017-11-15T04:00:19.526367Z"
},
"collapsed": true
},
"outputs": [],
"source": [
"steps=3000\n",
"lr=1e-4"
]
},
{
"cell_type": "code",
"execution_count": 947,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T04:00:19.694318Z",
"start_time": "2017-11-15T04:00:19.684695Z"
},
"collapsed": true
},
"outputs": [],
"source": [
"\n",
"constructors = dict(\n",
" Adam = lambda params: optim.Adam(params, lr=lr),\n",
"# lambda params: optim.Adam(params, lr=lr, weight_decay=1e-2),\n",
" Adadelta = lambda params: optim.Adadelta(params),\n",
" Adagrad = lambda params: optim.Adagrad(params, lr=lr),\n",
" Adamax = lambda params: optim.Adamax(params, lr=lr),\n",
" RMSprop = lambda params: optim.RMSprop(params, lr=lr),\n",
"# ASGD = lambda params: optim.ASGD(params, lr=lr),\n",
"# Rprop = lambda params: optim.Rprop(params, lr=lr),\n",
"# LBFGS = lambda params: optim.LBFGS(params),\n",
" SGD= lambda params: optim.SGD(params, lr=lr),\n",
" momentum = lambda params: optim.SGD(params, lr=lr, momentum=0.5),\n",
" nesterov = lambda params: optim.SGD(params, lr=lr, momentum=0.5, nesterov=True),\n",
"# decay = lambda params: optim.SGD(params, lr=lr, weight_decay=1e-4),\n",
" \n",
")"
]
},
{
"cell_type": "code",
"execution_count": 948,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T04:00:19.869994Z",
"start_time": "2017-11-15T04:00:19.866688Z"
}
},
"outputs": [
{
"data": {
"text/plain": [
"torch.optim.sgd.SGD"
]
},
"execution_count": 948,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"optim.SGD"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"ExecuteTime": {
"start_time": "2017-11-15T04:00:20.069Z"
}
},
"outputs": [],
"source": [
"results = {}\n",
"distance = {}\n",
"\n",
"for name, constructor in constructors.items():\n",
" data, dist = test_f(constructor, x0=x0, steps=steps)\n",
" results[name] = data\n",
" distance[name] = dist"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"ExecuteTime": {
"start_time": "2017-11-15T04:00:20.252Z"
}
},
"outputs": [],
"source": [
"# calc paths and elevation\n",
"methods = constructors.keys()\n",
"paths = np.array([path.T for path in results.values()]) # should be (2,N) each\n",
"zpaths = np.array([[f(p) for p in path.T] for path in paths])\n",
"paths.shape, zpaths.shape"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T03:39:43.764370Z",
"start_time": "2017-11-15T03:39:43.761178Z"
}
},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"ExecuteTime": {
"start_time": "2017-11-15T04:00:20.588Z"
}
},
"outputs": [],
"source": [
"# DEBUG: check z's\n",
"for i, name in enumerate(results):\n",
" zmax = zpaths[i][np.isfinite(zpaths[i])].max()\n",
" print(name, zmax, np.isfinite(zmax).all())"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"ExecuteTime": {
"start_time": "2017-11-15T04:00:20.748Z"
}
},
"outputs": [],
"source": [
"\n",
"for i, name in enumerate(results):\n",
" plt.plot(np.abs(zpaths[i]-z_min), label=name)\n",
"plt.legend()\n",
"plt.title('loss (mae)')"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"ExecuteTime": {
"start_time": "2017-11-15T04:00:20.907Z"
}
},
"outputs": [],
"source": [
"for name in distance:\n",
" plt.plot(distance[name], label=name)\n",
"plt.legend()\n",
"plt.title('distance from ideal minima')"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"ExecuteTime": {
"start_time": "2017-11-15T04:00:21.059Z"
}
},
"outputs": [],
"source": [
"# quick plot to let you debug your steps and learning rate\n",
"ax = plt.gca()\n",
"for name in results:\n",
" plt.scatter(*results[name].T, label=name, s=1)\n",
"plt.legend()\n",
"plt.xlim(xmin,xmax)\n",
"plt.ylim(ymin,ymax)\n",
"\n",
"zmax=int(np.log(z.max()))/2\n",
"ax.contour(x, y, z, levels=np.logspace(0, zmax, zmax*7), norm=LogNorm(), cmap=plt.cm.jet, alpha=0.15)\n",
"ax.plot(*minima_, 'r*', markersize=10)\n",
"ax.plot(*x0, 'r+', markersize=10)\n",
"plt.title('debug: paths')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"ExecuteTime": {
"start_time": "2017-11-15T04:00:21.235Z"
}
},
"outputs": [],
"source": [
"fig = plt.figure(figsize=(8, 5))\n",
"ax = plt.axes(projection='3d', elev=50, azim=65)\n",
"\n",
"ax.plot_surface(x, y, z, norm=LogNorm(), rstride=1, cstride=1, edgecolor='none', alpha=.25, cmap=plt.cm.jet)\n",
"ax.plot(*minima_, f(minima_), 'r*', markersize=10)\n",
"ax.plot(*_x0, f(_x0), 'r+', markersize=10)\n",
"\n",
"ax.set_xlabel('$x$')\n",
"ax.set_ylabel('$y$')\n",
"ax.set_zlabel('$z$')\n",
"\n",
"ax.set_xlim((xmin, xmax))\n",
"ax.set_ylim((ymin, ymax))\n",
"\n",
"# anim = TrajectoryAnimation3D(*paths, zpaths=zpaths, labels=methods, ax=ax)\n",
"# quick plot to let you debug your steps and learning rate\n",
"ax = plt.gca()\n",
"for i, name in enumerate(results):\n",
" ax.scatter3D(*results[name].T, zpaths[i], label=name, s=1)\n",
"plt.legend()\n",
"plt.xlim(xmin,xmax)\n",
"plt.ylim(ymin,ymax)\n",
"\n",
"ax.legend(loc='best')"
]
},
{
"cell_type": "markdown",
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-14T11:28:12.579998Z",
"start_time": "2017-11-14T11:28:12.577960Z"
}
},
"source": [
"# Animation"
]
},
{
"cell_type": "code",
"execution_count": 559,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T03:07:12.214703Z",
"start_time": "2017-11-15T03:07:12.116613Z"
},
"collapsed": true
},
"outputs": [],
"source": [
"class TrajectoryAnimation(animation.FuncAnimation):\n",
" \n",
" def __init__(self, *paths, labels=[], fig=None, ax=None, frames=None, \n",
" interval=60, repeat_delay=5, blit=True, **kwargs):\n",
"\n",
" if fig is None:\n",
" if ax is None:\n",
" fig, ax = plt.subplots()\n",
" else:\n",
" fig = ax.get_figure()\n",
" else:\n",
" if ax is None:\n",
" ax = fig.gca()\n",
"\n",
" self.fig = fig\n",
" self.ax = ax\n",
" \n",
" self.paths = paths\n",
"\n",
" if frames is None:\n",
" frames = max(path.shape[1] for path in paths)\n",
" \n",
" self.lines = [ax.plot([], [], label=label, lw=2)[0] \n",
" for _, label in zip_longest(paths, labels)]\n",
" self.points = [ax.plot([], [], 'o', color=line.get_color())[0] \n",
" for line in self.lines]\n",
"\n",
" super(TrajectoryAnimation, self).__init__(fig, self.animate, init_func=self.init_anim,\n",
" frames=frames, interval=interval, blit=blit,\n",
" repeat_delay=repeat_delay, **kwargs)\n",
"\n",
" def init_anim(self):\n",
" for line, point in zip(self.lines, self.points):\n",
" line.set_data([], [])\n",
" point.set_data([], [])\n",
" return self.lines + self.points\n",
"\n",
" def animate(self, i):\n",
" for line, point, path in zip(self.lines, self.points, self.paths):\n",
" line.set_data(*path[::,:i])\n",
" point.set_data(*path[::,i-1:i])\n",
" return self.lines + self.points"
]
},
{
"cell_type": "code",
"execution_count": 560,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T03:07:12.524867Z",
"start_time": "2017-11-15T03:07:12.468853Z"
},
"collapsed": true
},
"outputs": [],
"source": [
"class TrajectoryAnimation3D(animation.FuncAnimation):\n",
" \n",
" def __init__(self, *paths, zpaths, labels=[], fig=None, ax=None, frames=None, \n",
" interval=60, repeat_delay=5, blit=True, **kwargs):\n",
"\n",
" if fig is None:\n",
" if ax is None:\n",
" fig, ax = plt.subplots()\n",
" else:\n",
" fig = ax.get_figure()\n",
" else:\n",
" if ax is None:\n",
" ax = fig.gca()\n",
"\n",
" self.fig = fig\n",
" self.ax = ax\n",
" \n",
" self.paths = paths\n",
" self.zpaths = zpaths\n",
" \n",
" if frames is None:\n",
" frames = max(path.shape[1] for path in paths)\n",
" \n",
" self.lines = [ax.plot([], [], [], label=label, lw=2)[0] \n",
" for _, label in zip_longest(paths, labels)]\n",
"\n",
" super(TrajectoryAnimation3D, self).__init__(fig, self.animate, init_func=self.init_anim,\n",
" frames=frames, interval=interval, blit=blit,\n",
" repeat_delay=repeat_delay, **kwargs)\n",
"\n",
" def init_anim(self):\n",
" for line in self.lines:\n",
" line.set_data([], [])\n",
" line.set_3d_properties([])\n",
" return self.lines\n",
"\n",
" def animate(self, i):\n",
" for line, path, zpath in zip(self.lines, self.paths, self.zpaths):\n",
" line.set_data(*path[::,:i])\n",
" line.set_3d_properties(zpath[:i])\n",
" return self.lines"
]
},
{
"cell_type": "markdown",
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-14T12:35:36.543497Z",
"start_time": "2017-11-14T12:35:36.538677Z"
}
},
"source": [
"# 2d anim"
]
},
{
"cell_type": "code",
"execution_count": 569,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T03:09:28.873693Z",
"start_time": "2017-11-15T03:09:28.456017Z"
}
},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.legend.Legend at 0x7f72ef238f60>"
]
},
"execution_count": 569,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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9Hg888ADnzp3jV3/1V5G6+tyHHnqIz33uc9x///3ccccdPP/883z4wx/m1KlT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JpGisF0ZCZo2pVquhY0nJT2uoI9cpaUFdUc1GPakoKKPS2q8rprsrJ6WxTstCutWKW4M1NTVDCu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bQbJX2pYdFoajwnD60sfkJO1R9+oFon5I6pKxXfGixwJx3W5QNKq2SkfVb6e45CXxGAHnt2U9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RqvMkkEN/cu03ENMkmaAvewZ0XbcoJxsmQ5zJFFog/KAmOUyw0LjNWEaJazaOjE16ySWeQ5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\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3QDKENqmyDCuHpEoWtnU5845U6AYMHPgLS2KHYeriDxKf53owbIlETR2Bnj7zeL91iNTJ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\nsGp1/QAAAABJRU5ErkJggg==\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x7f72ec00c3c8>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, ax = plt.subplots(figsize=(10, 6))\n",
"\n",
"ax.contour(x, y, z, levels=np.logspace(0, 5, 35), norm=LogNorm(), cmap=plt.cm.jet, alpha=0.5)\n",
"ax.plot(*minima_, 'r*', markersize=10)\n",
"ax.plot(*x0, 'r+', markersize=10)\n",
"\n",
"ax.set_xlabel('$x$')\n",
"ax.set_ylabel('$y$')\n",
"\n",
"ax.set_xlim((xmin, xmax))\n",
"ax.set_ylim((ymin, ymax))\n",
"\n",
"anim = TrajectoryAnimation(*paths, labels=methods, ax=ax)\n",
"\n",
"ax.legend(loc='upper left')"
]
},
{
"cell_type": "code",
"execution_count": 564,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T03:07:49.855314Z",
"start_time": "2017-11-15T03:07:36.480232Z"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"<video controls autoplay>\n",
" <source type=\"video/mp4\" src=\"rosenbrock.m4v\">\n",
" Your browser does not support the video tag.\n",
"</video>\n"
]
},
{
"data": {
"text/html": [
"<video controls autoplay>\n",
" <source type=\"video/mp4\" src=\"rosenbrock.m4v\">\n",
" Your browser does not support the video tag.\n",
"</video>"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"execution_count": 564,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# anim.to_html5_video()\n",
"save_file = '{name:}.m4v'.format(name=f.__name__)\n",
"\n",
"anim.save(save_file)\n",
"\n",
"# display\n",
"html=\"\"\"<video {options}>\n",
" <source type=\"video/mp4\" src=\"{video}\">\n",
" Your browser does not support the video tag.\n",
"</video>\"\"\".format(options=' '.join(['controls', 'autoplay']), video=save_file)\n",
"print(html)\n",
"HTML(html)"
]
},
{
"cell_type": "code",
"execution_count": 583,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T03:11:34.933947Z",
"start_time": "2017-11-15T03:11:34.931685Z"
}
},
"outputs": [],
"source": []
},
{
"cell_type": "markdown",
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T03:11:35.347291Z",
"start_time": "2017-11-15T03:11:35.340480Z"
}
},
"source": [
"# 3d anim"
]
},
{
"cell_type": "code",
"execution_count": 590,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T03:12:51.363941Z",
"start_time": "2017-11-15T03:12:44.554135Z"
}
},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.legend.Legend at 0x7f72f52d29e8>"
]
},
"execution_count": 590,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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oUQRBwCyXMatVjOlpYsPDqMkk4UwGwXGIDg8jRyK+0pFp+p6krRZHX3yRej4P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\nEhERycQwJSIikul3nvW1rF96h1IAAAAASUVORK5CYII=\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x7f72e2b77ac8>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig = plt.figure(figsize=(8, 5))\n",
"ax = plt.axes(projection='3d', elev=50, azim=65)\n",
"\n",
"ax.plot_surface(x, y, z, norm=LogNorm(), rstride=1, cstride=1, edgecolor='none', alpha=.8, cmap=plt.cm.jet)\n",
"ax.plot(*minima_, f(minima_), 'r*', markersize=10)\n",
"ax.plot(*_x0, f(_x0), 'r+', markersize=10)\n",
"\n",
"ax.set_xlabel('$x$')\n",
"ax.set_ylabel('$y$')\n",
"ax.set_zlabel('$z$')\n",
"\n",
"ax.set_xlim((xmin, xmax))\n",
"ax.set_ylim((ymin, ymax))\n",
"\n",
"anim = TrajectoryAnimation3D(*paths, zpaths=zpaths, labels=methods, ax=ax)\n",
"\n",
"ax.legend(loc='bottom left')"
]
},
{
"cell_type": "code",
"execution_count": 591,
"metadata": {
"ExecuteTime": {
"end_time": "2017-11-15T03:17:19.280228Z",
"start_time": "2017-11-15T03:12:59.864579Z"
}
},
"outputs": [
{
"ename": "KeyboardInterrupt",
"evalue": "",
"output_type": "error",
"traceback": [
"\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
"\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)",
"\u001b[0;32m<ipython-input-591-5bdae6502204>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m()\u001b[0m\n\u001b[1;32m 2\u001b[0m \u001b[0msave_file3d\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0msave_file\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreplace\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'.m4v'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'3d.m4v'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 4\u001b[0;31m \u001b[0manim\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msave\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msave_file3d\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 5\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 6\u001b[0m \u001b[0;31m# display\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
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"\u001b[0;32m~/.pyenv/versions/3.6.0/envs/jupyter3/lib/python3.6/site-packages/mpl_toolkits/mplot3d/axes3d.py\u001b[0m in \u001b[0;36mdraw\u001b[0;34m(self, renderer)\u001b[0m\n\u001b[1;32m 269\u001b[0m \u001b[0;31m# Calculate projection of collections and zorder them\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 270\u001b[0m zlist = [(col.do_3d_projection(renderer), col) \\\n\u001b[0;32m--> 271\u001b[0;31m for col in self.collections]\n\u001b[0m\u001b[1;32m 272\u001b[0m \u001b[0mzlist\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msort\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkey\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mitemgetter\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mreverse\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 273\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mi\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mz\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcol\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32min\u001b[0m \u001b[0menumerate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mzlist\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
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"\u001b[0;32m~/.pyenv/versions/3.6.0/envs/jupyter3/lib/python3.6/site-packages/mpl_toolkits/mplot3d/art3d.py\u001b[0m in \u001b[0;36mdo_3d_projection\u001b[0;34m(self, renderer)\u001b[0m\n\u001b[1;32m 630\u001b[0m z_segments_2d = [(self._zsortfunc(zs), list(zip(xs, ys)), fc, ec,\n\u001b[1;32m 631\u001b[0m idx) for (xs, ys, zs), fc, ec, idx in\n\u001b[0;32m--> 632\u001b[0;31m zip(xyzlist, cface, cedge, indices)]\n\u001b[0m\u001b[1;32m 633\u001b[0m \u001b[0mz_segments_2d\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msort\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkey\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mlambda\u001b[0m \u001b[0mx\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mx\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mreverse\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 634\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;32m~/.pyenv/versions/3.6.0/envs/jupyter3/lib/python3.6/site-packages/mpl_toolkits/mplot3d/art3d.py\u001b[0m in \u001b[0;36m<listcomp>\u001b[0;34m(.0)\u001b[0m\n\u001b[1;32m 629\u001b[0m \u001b[0mindices\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mrange\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mlen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mxyzlist\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 630\u001b[0m z_segments_2d = [(self._zsortfunc(zs), list(zip(xs, ys)), fc, ec,\n\u001b[0;32m--> 631\u001b[0;31m idx) for (xs, ys, zs), fc, ec, idx in\n\u001b[0m\u001b[1;32m 632\u001b[0m zip(xyzlist, cface, cedge, indices)]\n\u001b[1;32m 633\u001b[0m \u001b[0mz_segments_2d\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msort\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkey\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mlambda\u001b[0m \u001b[0mx\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mx\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mreverse\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;32m~/.pyenv/versions/3.6.0/envs/jupyter3/lib/python3.6/site-packages/numpy/lib/function_base.py\u001b[0m in \u001b[0;36maverage\u001b[0;34m(a, axis, weights, returned)\u001b[0m\n\u001b[1;32m 1108\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1109\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mweights\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1110\u001b[0;31m \u001b[0mavg\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0ma\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmean\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0maxis\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 1111\u001b[0m \u001b[0mscl\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mavg\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdtype\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtype\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msize\u001b[0m\u001b[0;34m/\u001b[0m\u001b[0mavg\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msize\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1112\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;32m~/.pyenv/versions/3.6.0/envs/jupyter3/lib/python3.6/site-packages/numpy/core/_methods.py\u001b[0m in \u001b[0;36m_mean\u001b[0;34m(a, axis, dtype, out, keepdims)\u001b[0m\n\u001b[1;32m 52\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 53\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0m_mean\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0maxis\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdtype\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mout\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkeepdims\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mFalse\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 54\u001b[0;31m \u001b[0marr\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0masanyarray\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 55\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 56\u001b[0m \u001b[0mis_float16_result\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;32mFalse\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;32m~/.pyenv/versions/3.6.0/envs/jupyter3/lib/python3.6/site-packages/numpy/core/numeric.py\u001b[0m in \u001b[0;36masanyarray\u001b[0;34m(a, dtype, order)\u001b[0m\n\u001b[1;32m 581\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 582\u001b[0m \"\"\"\n\u001b[0;32m--> 583\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0marray\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0ma\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdtype\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcopy\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mFalse\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0morder\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0morder\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msubok\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 584\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 585\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;31mKeyboardInterrupt\u001b[0m: "
]
}
],
"source": [
"# anim.to_html5_video()\n",
"save_file3d = save_file.replace('.m4v', '_3d.m4v')\n",
"\n",
"anim.save(save_file3d)\n",
"\n",
"# display\n",
"html=\"\"\"<video {options}>\n",
" <source type=\"video/mp4\" src=\"{video}\">\n",
" Your browser does not support the video tag.\n",
"</video>\"\"\".format(options=' '.join(['controls', 'autoplay']), video=save_file3d)\n",
"print(html)\n",
"HTML(html)"
]
},
{
"cell_type": "markdown",
"metadata": {
"collapsed": true
},
"source": [
"# loss anim\n",
"\n",
"same as 2d but instead of x,y it's steps,np.abs(z-zmin)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"fig, ax = plt.subplots(figsize=(10, 6))\n",
"\n",
"ax.contour(x, y, z, levels=np.logspace(0, 5, 35), norm=LogNorm(), cmap=plt.cm.jet, alpha=0.5)\n",
"ax.plot(*minima_, 'r*', markersize=10)\n",
"ax.plot(*x0, 'r+', markersize=10)\n",
"\n",
"ax.set_xlabel('$x$')\n",
"ax.set_ylabel('$y$')\n",
"\n",
"ax.set_xlim((xmin, xmax))\n",
"ax.set_ylim((ymin, ymax))\n",
"\n",
"anim = TrajectoryAnimation(*paths, labels=methods, ax=ax)\n",
"\n",
"ax.legend(loc='upper left')"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.6.0"
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"toc": {
"colors": {
"hover_highlight": "#DAA520",
"navigate_num": "#000000",
"navigate_text": "#333333",
"running_highlight": "#FF0000",
"selected_highlight": "#FFD700",
"sidebar_border": "#EEEEEE",
"wrapper_background": "#FFFFFF"
},
"moveMenuLeft": true,
"nav_menu": {
"height": "30px",
"width": "252px"
},
"navigate_menu": true,
"number_sections": true,
"sideBar": true,
"threshold": 4,
"toc_cell": false,
"toc_section_display": "block",
"toc_window_display": false,
"widenNotebook": false
},
"varInspector": {
"cols": {
"lenName": 16,
"lenType": 16,
"lenVar": 40
},
"kernels_config": {
"python": {
"delete_cmd_postfix": "",
"delete_cmd_prefix": "del ",
"library": "var_list.py",
"varRefreshCmd": "print(var_dic_list())"
},
"r": {
"delete_cmd_postfix": ") ",
"delete_cmd_prefix": "rm(",
"library": "var_list.r",
"varRefreshCmd": "cat(var_dic_list()) "
}
},
"types_to_exclude": [
"module",
"function",
"builtin_function_or_method",
"instance",
"_Feature"
],
"window_display": false
}
},
"nbformat": 4,
"nbformat_minor": 2
}