no commit message

parent 197020fe
...@@ -1088,7 +1088,9 @@ ...@@ -1088,7 +1088,9 @@
"cell_type": "markdown", "cell_type": "markdown",
"metadata": {}, "metadata": {},
"source": [ "source": [
"On voit qu'on a bien une tendanf.\n", "On voit qu'on a bien une tendance à long terme mais il y également beaucoup de bruit du aux variations rapide de prix du blé.\n",
"On va donc lisser la courbe avec un [filtre de Savitsky-Gollay](https://en.wikipedia.org/wiki/Savitzky%E2%80%93Golay_filter_for_smoothing_and_differentiation) disponible dans la librairie scipy.\n",
"\n",
"Il faut importer un nouveau module. Normallement, l'import se fait en début de code mais je vais le laisser ici." "Il faut importer un nouveau module. Normallement, l'import se fait en début de code mais je vais le laisser ici."
] ]
}, },
...@@ -1134,18 +1136,47 @@ ...@@ -1134,18 +1136,47 @@
] ]
}, },
{ {
"cell_type": "code", "cell_type": "markdown",
"execution_count": null,
"metadata": {}, "metadata": {},
"outputs": [], "source": [
"source": [] "Dans cette dernière partie, on va tracer un graphique 2D sans l'axe du temps."
]
}, },
{ {
"cell_type": "code", "cell_type": "code",
"execution_count": null, "execution_count": 67,
"metadata": {}, "metadata": {},
"outputs": [], "outputs": [
"source": [] {
"data": {
"text/plain": [
"[Text(0,0.5,'Wheat Price (shilling per 1/4 bushel)'),\n",
" Text(0.5,0,'Wages (shilling per week)')]"
]
},
"execution_count": 67,
"metadata": {},
"output_type": "execute_result"
},
{
"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": [
"graphique9 = plt.figure()\n",
"ax_9_1 = graphique9.add_subplot(111)\n",
"ax_9_1.plot(y_wages,y_wheat)\n",
"ax_9_1.set(ylabel=\"Wheat Price (shilling per 1/4 bushel)\",xlabel=\"Wages (shilling per week)\")"
]
}, },
{ {
"cell_type": "code", "cell_type": "code",
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