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Numpy and plotting basics
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numpy-tutorial.ipynb
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plot-format.ipynb
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plots.ipynb
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"source": [
"'''\n",
"БИБЛИОТЕКИ ДЛЯ ПОСТРОЕНИЯ ГРАФИКОВ\n",
"\n",
"matplotlib - основа. Самая старая. Хороший выбор для простейших 2D графиков, умеет очень многое, и 3D тоже. Но графики не интерактивные.\n",
"plotly - красивая и удобная (графики масштабируются, при наведении показывает значения). Самый лучший выбор для обычных графиков, 2D и 3D\n",
"seaborn - красивая и удобная. Создана для визуализации данных. Больше подходит для статистики и пр.\n",
"\n",
"''' "
]
},
{
"cell_type": "code",
"execution_count": 6,
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"data": {
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},
"metadata": {
"needs_background": "light"
}
}
],
"source": [
"# простейшие графики в matplotlib\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"%matplotlib inline\n",
"\n",
"x = np.linspace(-100,100,num=10000)\n",
"y = np.square(x)*np.sin(x)\n",
"plt.plot(x, y)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": "<mpl_toolkits.mplot3d.art3d.Poly3DCollection at 0x7fb5cfd08df0>"
},
"metadata": {},
"execution_count": 7
},
{
"output_type": "display_data",
"data": {
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