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244fb00e1da8a4b49efda6875175afdd
mooc-rr
Commits
4638039a
Commit
4638039a
authored
Apr 21, 2020
by
244fb00e1da8a4b49efda6875175afdd
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Journal_Davide.ipynb
journal/Journal_Davide.ipynb
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untitled.txt
journal/untitled.txt
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exercice.ipynb
module2/exo2/exercice.ipynb
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journal/Journal_Davide.ipynb
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4638039a
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Ceci est mon journal de bord\n",
"\n",
"## Module 2\n",
"\n",
"Une liste de choses _utiles_ que j'ai appris:\n",
"\n",
"- Oublier pas de spécifier : `%matplotlib inline` avant de `import matplotlib.pyplot as plt`\n",
"\n",
"Un example:"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"\n",
"N=100\n",
"list = np.random.uniform(size=N, low=0, high=1)\n",
"\n",
"plt.plot(list)\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"plt.hist(list)\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"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": "3.6.4"
}
},
"nbformat": 4,
"nbformat_minor": 4
}
journal/untitled.txt
0 → 100644
View file @
4638039a
module2/exo2/exercice.ipynb
deleted
100644 → 0
View file @
643110ea
{
"cells": [],
"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": "3.6.3"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
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