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@ischurov
Created March 17, 2022 15:48
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Lesson17
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{
"cells": [
{
"metadata": {},
"cell_type": "markdown",
"source": "## Наука о данных\n### Совместный бакалавриат ВШЭ-РЭШ, 2021-2022 учебный год\n_Илья Щуров_\n\n[Страница курса](http://math-info.hse.ru/s21/j)"
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "import matplotlib.pyplot as plt\n%matplotlib inline",
"execution_count": 1,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "plt.figure(figsize=(10, 6))\nplt.plot([0, 1, 2], [0, 2, 1])\nplt.savefig(\"figure.pdf\")",
"execution_count": 2,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": "<Figure size 720x432 with 1 Axes>",
"image/png": 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\n"
},
"metadata": {
"needs_background": "light"
}
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "plt.plot([0, 1, 2], [0, 2, 1], '+--', color='lightblue', \n label='planned')\nplt.plot([2, 0, 1], [1, 3, 8], color='red', label='actual')\nplt.legend()\nplt.xlabel(\"Time\")\nplt.ylabel(\"Space\")\nplt.title(\"Some strange figure\")\nplt.tight_layout()",
"execution_count": 3,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": "<Figure size 432x288 with 1 Axes>",
"image/png": 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\n"
},
"metadata": {
"needs_background": "light"
}
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "import numpy as np",
"execution_count": 4,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "x = np.linspace(-3, 3, 301)\nfig, axes = plt.subplots(3, 2, figsize=(6, 6), sharex=True, sharey=True)\nfor i in range(3):\n for j in range(2):\n axes[i][j].plot(x, (j + 1) * [np.sin, np.cos][j](x ** (i + 1)))",
"execution_count": 5,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": "<Figure size 432x432 with 6 Axes>",
"image/png": 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\n"
},
"metadata": {
"needs_background": "light"
}
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "np.random.seed(3)\nx = np.random.normal(size=200)\ny = x ** 2 + np.random.normal(size=200)\nplt.scatter(x, y, s=(np.abs(x) * 20), c=y)",
"execution_count": 6,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 6,
"data": {
"text/plain": "<matplotlib.collections.PathCollection at 0x11a87a650>"
},
"metadata": {}
},
{
"output_type": "display_data",
"data": {
"text/plain": "<Figure size 432x288 with 1 Axes>",
"image/png": 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\n"
},
"metadata": {
"needs_background": "light"
}
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "plt.hist(x, bins=100);",
"execution_count": 7,
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": "<Figure size 432x288 with 1 Axes>",
"image/png": "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\n"
},
"metadata": {
"needs_background": "light"
}
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "plt.boxplot(x)",
"execution_count": 8,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 8,
"data": {
"text/plain": "{'whiskers': [<matplotlib.lines.Line2D at 0x120cbecb0>,\n <matplotlib.lines.Line2D at 0x120cbef80>],\n 'caps': [<matplotlib.lines.Line2D at 0x120cbf250>,\n <matplotlib.lines.Line2D at 0x120cbf520>],\n 'boxes': [<matplotlib.lines.Line2D at 0x120cbe9e0>],\n 'medians': [<matplotlib.lines.Line2D at 0x120cbf7f0>],\n 'fliers': [<matplotlib.lines.Line2D at 0x120cbfac0>],\n 'means': []}"
},
"metadata": {}
},
{
"output_type": "display_data",
"data": {
"text/plain": "<Figure size 432x288 with 1 Axes>",
"image/png": "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\n"
},
"metadata": {
"needs_background": "light"
}
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "plt.pie([1, 2, 3])",
"execution_count": 9,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 9,
"data": {
"text/plain": "([<matplotlib.patches.Wedge at 0x120d34d90>,\n <matplotlib.patches.Wedge at 0x120d35270>,\n <matplotlib.patches.Wedge at 0x120d35750>],\n [Text(0.9526279355804298, 0.5500000148652441, ''),\n Text(-0.5500000594609754, 0.95262790983307, ''),\n Text(1.0298943251329446e-07, -1.0999999999999954, '')])"
},
"metadata": {}
},
{
"output_type": "display_data",
"data": {
"text/plain": "<Figure size 432x288 with 1 Axes>",
"image/png": "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\n"
},
"metadata": {}
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "%pip install celluloid",
"execution_count": 10,
"outputs": [
{
"output_type": "stream",
"text": "Requirement already satisfied: celluloid in /Users/user/miniconda3/envs/py3.10/lib/python3.10/site-packages (0.2.0)\nRequirement already satisfied: matplotlib in /Users/user/miniconda3/envs/py3.10/lib/python3.10/site-packages (from celluloid) (3.5.0)\nRequirement already satisfied: setuptools-scm>=4 in /Users/user/miniconda3/envs/py3.10/lib/python3.10/site-packages (from matplotlib->celluloid) (6.3.2)\nRequirement already satisfied: numpy>=1.17 in /Users/user/miniconda3/envs/py3.10/lib/python3.10/site-packages (from matplotlib->celluloid) (1.21.4)\nRequirement already satisfied: fonttools>=4.22.0 in /Users/user/miniconda3/envs/py3.10/lib/python3.10/site-packages (from matplotlib->celluloid) (4.28.2)\nRequirement already satisfied: packaging>=20.0 in /Users/user/miniconda3/envs/py3.10/lib/python3.10/site-packages (from matplotlib->celluloid) (21.2)\nRequirement already satisfied: cycler>=0.10 in /Users/user/miniconda3/envs/py3.10/lib/python3.10/site-packages (from matplotlib->celluloid) (0.11.0)\nRequirement already satisfied: kiwisolver>=1.0.1 in /Users/user/miniconda3/envs/py3.10/lib/python3.10/site-packages (from matplotlib->celluloid) (1.3.2)\nRequirement already satisfied: pyparsing>=2.2.1 in /Users/user/miniconda3/envs/py3.10/lib/python3.10/site-packages (from matplotlib->celluloid) (2.4.7)\nRequirement already satisfied: python-dateutil>=2.7 in /Users/user/miniconda3/envs/py3.10/lib/python3.10/site-packages (from matplotlib->celluloid) (2.8.2)\nRequirement already satisfied: pillow>=6.2.0 in /Users/user/miniconda3/envs/py3.10/lib/python3.10/site-packages (from matplotlib->celluloid) (8.4.0)\nRequirement already satisfied: six>=1.5 in /Users/user/miniconda3/envs/py3.10/lib/python3.10/site-packages (from python-dateutil>=2.7->matplotlib->celluloid) (1.16.0)\nRequirement already satisfied: setuptools in /Users/user/miniconda3/envs/py3.10/lib/python3.10/site-packages (from setuptools-scm>=4->matplotlib->celluloid) (58.5.3)\nRequirement already satisfied: tomli>=1.0.0 in /Users/user/miniconda3/envs/py3.10/lib/python3.10/site-packages (from setuptools-scm>=4->matplotlib->celluloid) (1.2.2)\nNote: you may need to restart the kernel to use updated packages.\n",
"name": "stdout"
}
]
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "from celluloid import Camera",
"execution_count": 11,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "from IPython.display import HTML",
"execution_count": 12,
"outputs": []
},
{
"metadata": {
"trusted": true
},
"cell_type": "code",
"source": "fig = plt.figure()\ncamera = Camera(fig)\nx = np.linspace(-4, 4, 300)\nfor phi in np.linspace(0, 2 * np.pi, 100):\n plt.plot(x, np.sin(x + phi), color='C0')\n camera.snap()\nanimation = camera.animate()\nHTML(animation.to_jshtml())",
"execution_count": 13,
"outputs": [
{
"output_type": "execute_result",
"execution_count": 13,
"data": {
"text/plain": "<IPython.core.display.HTML object>",
"text/html": "\n<link rel=\"stylesheet\"\nhref=\"https://maxcdn.bootstrapcdn.com/font-awesome/4.4.0/css/font-awesome.min.css\">\n<script language=\"javascript\">\n function isInternetExplorer() {\n ua = navigator.userAgent;\n /* MSIE used to detect old browsers and Trident used to newer ones*/\n return ua.indexOf(\"MSIE \") > -1 || ua.indexOf(\"Trident/\") > -1;\n }\n\n /* Define the Animation class */\n function Animation(frames, img_id, slider_id, interval, loop_select_id){\n this.img_id = img_id;\n this.slider_id = slider_id;\n this.loop_select_id = loop_select_id;\n this.interval = interval;\n this.current_frame = 0;\n this.direction = 0;\n this.timer = null;\n this.frames = new Array(frames.length);\n\n for (var i=0; i<frames.length; i++)\n {\n this.frames[i] = new Image();\n this.frames[i].src = frames[i];\n }\n var slider = document.getElementById(this.slider_id);\n slider.max = this.frames.length - 1;\n if (isInternetExplorer()) {\n // switch from oninput to onchange because IE <= 11 does not conform\n // with W3C specification. It ignores oninput and onchange behaves\n // like oninput. In contrast, Microsoft Edge behaves correctly.\n slider.setAttribute('onchange', slider.getAttribute('oninput'));\n slider.setAttribute('oninput', null);\n }\n this.set_frame(this.current_frame);\n }\n\n Animation.prototype.get_loop_state = function(){\n var button_group = document[this.loop_select_id].state;\n for (var i = 0; i < button_group.length; i++) {\n var button = button_group[i];\n if (button.checked) {\n return button.value;\n }\n }\n return undefined;\n }\n\n Animation.prototype.set_frame = function(frame){\n this.current_frame = frame;\n document.getElementById(this.img_id).src =\n this.frames[this.current_frame].src;\n document.getElementById(this.slider_id).value = this.current_frame;\n }\n\n Animation.prototype.next_frame = function()\n {\n this.set_frame(Math.min(this.frames.length - 1, this.current_frame + 1));\n }\n\n Animation.prototype.previous_frame = function()\n {\n this.set_frame(Math.max(0, this.current_frame - 1));\n }\n\n Animation.prototype.first_frame = function()\n {\n this.set_frame(0);\n }\n\n Animation.prototype.last_frame = function()\n {\n this.set_frame(this.frames.length - 1);\n }\n\n Animation.prototype.slower = function()\n {\n this.interval /= 0.7;\n if(this.direction > 0){this.play_animation();}\n else if(this.direction < 0){this.reverse_animation();}\n }\n\n Animation.prototype.faster = function()\n {\n this.interval *= 0.7;\n if(this.direction > 0){this.play_animation();}\n else if(this.direction < 0){this.reverse_animation();}\n }\n\n Animation.prototype.anim_step_forward = function()\n {\n this.current_frame += 1;\n if(this.current_frame < this.frames.length){\n this.set_frame(this.current_frame);\n }else{\n var loop_state = this.get_loop_state();\n if(loop_state == \"loop\"){\n this.first_frame();\n }else if(loop_state == \"reflect\"){\n this.last_frame();\n this.reverse_animation();\n }else{\n this.pause_animation();\n this.last_frame();\n }\n }\n }\n\n Animation.prototype.anim_step_reverse = function()\n {\n this.current_frame -= 1;\n if(this.current_frame >= 0){\n this.set_frame(this.current_frame);\n }else{\n var loop_state = this.get_loop_state();\n if(loop_state == \"loop\"){\n this.last_frame();\n }else if(loop_state == \"reflect\"){\n this.first_frame();\n this.play_animation();\n }else{\n this.pause_animation();\n this.first_frame();\n }\n }\n }\n\n Animation.prototype.pause_animation = function()\n {\n this.direction = 0;\n if (this.timer){\n clearInterval(this.timer);\n this.timer = null;\n }\n }\n\n Animation.prototype.play_animation = function()\n {\n this.pause_animation();\n this.direction = 1;\n var t = this;\n if (!this.timer) this.timer = setInterval(function() {\n t.anim_step_forward();\n }, this.interval);\n }\n\n Animation.prototype.reverse_animation = function()\n {\n this.pause_animation();\n this.direction = -1;\n var t = this;\n if (!this.timer) this.timer = setInterval(function() {\n t.anim_step_reverse();\n }, this.interval);\n }\n</script>\n\n<style>\n.animation {\n display: inline-block;\n text-align: center;\n}\ninput[type=range].anim-slider {\n width: 374px;\n margin-left: auto;\n margin-right: auto;\n}\n.anim-buttons {\n margin: 8px 0px;\n}\n.anim-buttons button {\n padding: 0;\n width: 36px;\n}\n.anim-state label {\n margin-right: 8px;\n}\n.anim-state input {\n margin: 0;\n vertical-align: middle;\n}\n</style>\n\n<div class=\"animation\">\n <img id=\"_anim_imgeebeec69f6a0492083afbdaf6c49e9a5\">\n <div class=\"anim-controls\">\n <input id=\"_anim_slidereebeec69f6a0492083afbdaf6c49e9a5\" type=\"range\" class=\"anim-slider\"\n name=\"points\" min=\"0\" max=\"1\" step=\"1\" value=\"0\"\n oninput=\"animeebeec69f6a0492083afbdaf6c49e9a5.set_frame(parseInt(this.value));\"></input>\n <div class=\"anim-buttons\">\n <button title=\"Decrease speed\" aria-label=\"Decrease speed\" onclick=\"animeebeec69f6a0492083afbdaf6c49e9a5.slower()\">\n <i class=\"fa fa-minus\"></i></button>\n <button title=\"First frame\" aria-label=\"First frame\" onclick=\"animeebeec69f6a0492083afbdaf6c49e9a5.first_frame()\">\n <i class=\"fa fa-fast-backward\"></i></button>\n <button title=\"Previous frame\" aria-label=\"Previous frame\" onclick=\"animeebeec69f6a0492083afbdaf6c49e9a5.previous_frame()\">\n <i class=\"fa fa-step-backward\"></i></button>\n <button title=\"Play backwards\" aria-label=\"Play backwards\" onclick=\"animeebeec69f6a0492083afbdaf6c49e9a5.reverse_animation()\">\n <i class=\"fa fa-play fa-flip-horizontal\"></i></button>\n <button title=\"Pause\" aria-label=\"Pause\" onclick=\"animeebeec69f6a0492083afbdaf6c49e9a5.pause_animation()\">\n <i class=\"fa fa-pause\"></i></button>\n <button title=\"Play\" aria-label=\"Play\" onclick=\"animeebeec69f6a0492083afbdaf6c49e9a5.play_animation()\">\n <i class=\"fa fa-play\"></i></button>\n <button title=\"Next frame\" aria-label=\"Next frame\" onclick=\"animeebeec69f6a0492083afbdaf6c49e9a5.next_frame()\">\n <i class=\"fa fa-step-forward\"></i></button>\n <button title=\"Last frame\" aria-label=\"Last frame\" onclick=\"animeebeec69f6a0492083afbdaf6c49e9a5.last_frame()\">\n <i class=\"fa fa-fast-forward\"></i></button>\n <button title=\"Increase speed\" aria-label=\"Increase speed\" onclick=\"animeebeec69f6a0492083afbdaf6c49e9a5.faster()\">\n <i class=\"fa fa-plus\"></i></button>\n </div>\n <form title=\"Repetition mode\" aria-label=\"Repetition mode\" action=\"#n\" name=\"_anim_loop_selecteebeec69f6a0492083afbdaf6c49e9a5\"\n class=\"anim-state\">\n <input type=\"radio\" name=\"state\" value=\"once\" id=\"_anim_radio1_eebeec69f6a0492083afbdaf6c49e9a5\"\n >\n <label for=\"_anim_radio1_eebeec69f6a0492083afbdaf6c49e9a5\">Once</label>\n <input type=\"radio\" name=\"state\" value=\"loop\" id=\"_anim_radio2_eebeec69f6a0492083afbdaf6c49e9a5\"\n checked>\n <label for=\"_anim_radio2_eebeec69f6a0492083afbdaf6c49e9a5\">Loop</label>\n <input type=\"radio\" name=\"state\" value=\"reflect\" id=\"_anim_radio3_eebeec69f6a0492083afbdaf6c49e9a5\"\n >\n <label for=\"_anim_radio3_eebeec69f6a0492083afbdaf6c49e9a5\">Reflect</label>\n </form>\n </div>\n</div>\n\n\n<script language=\"javascript\">\n /* Instantiate the Animation class. */\n /* The IDs given should match those used in the template above. */\n (function() {\n var img_id = \"_anim_imgeebeec69f6a0492083afbdaf6c49e9a5\";\n var slider_id = \"_anim_slidereebeec69f6a0492083afbdaf6c49e9a5\";\n var loop_select_id = \"_anim_loop_selecteebeec69f6a0492083afbdaf6c49e9a5\";\n var frames = new Array(100);\n \n frames[0] = 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frames[10] = 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frames[11] = 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