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https://github.com/ArthurDanjou/ArtStudies.git
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1004 lines
1.0 MiB
1004 lines
1.0 MiB
{
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"cells": [
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"FEUILLE DE TP 12\n",
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"\n",
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"# Méthode de Newton"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"La méthode de Newton nous permet de calculer numériquement les zéros d'une fonction $f:[a,b]\\rightarrow \\mathbb{R}$, c'est-à-dire les solutions de l'équation $f(x) = 0$.\n",
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"\n",
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"Supposons $f$ de classe $C^1$ et $x_0 \\in (a,b)$ un point arbitraire. \n",
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"\n",
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"L'équation de la tangente au graphe de la fonction $f$ au point d'absisse $x_0$ est donnée par\n",
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"\n",
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"\\begin{equation}\n",
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"y = f(x_0) + f'(x_0)(x-x_0)\\,.\n",
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"\\end{equation}\n",
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"\n",
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"Pour obtenir une approximation de la solution, on pose $y = 0$ et si $f'(x_0) \\neq 0$ on obtient\n",
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"\n",
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"\\begin{equation}\n",
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"x_1 = x_0 - \\frac{f(x_0)}{f'(x_0)}\\,.\n",
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"\\end{equation}\n",
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"\n",
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"On peut alors répéter le même raisonnement en considérant $x_1$ au lieu de $x_0$ pour calculer l'approximation de \n",
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"$x_2$ et ainsi de suite. \n",
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"\n",
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"\n",
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"La méthode de Newton consiste donc à construire une suite d'approximations $x_k$ de la solution $x^*$ de l'équation $f(x) = 0$, définie par\n",
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"\n",
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"\\begin{equation}\n",
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"x_{k+1} = x_k - \\frac{f(x_k)}{f'(x_k)}\\,, \\qquad k\\in \\mathbb{N}\\, . \\qquad (1)\n",
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"\\end{equation}\n",
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"\n"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 17,
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"metadata": {
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"tags": []
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},
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"outputs": [],
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"source": [
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"%matplotlib inline\n",
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"import matplotlib.pyplot as plt\n",
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"import numpy as np"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"## Calcul de valeurs approchées de nombres irrationnels \n",
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"\n",
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"Nous allons utiliser la méthode de Newton pour calculer des approximations de quelques nombres irrationnels. On considère\n",
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"\n",
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"\\begin{equation}\n",
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"f_0(x) = x^3-2~ \\text{ avec } ~ x\\in [1,4] \\, , \\quad f_1(x) = \\sin^2(x)~ \\text{ avec } ~ x\\in [2,4] \n",
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"\\end{equation}\n",
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"\n",
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"En appliquant la méthode de Newton à $f_0$ et $f_1$, on espère obtenir respectivement une approximation de $2^{1/3}$ et $\\pi$. \n",
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"\n"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"### Question 1\n",
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"\n",
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"Définissez les fonctions $f_0$ et $f_1$, ainsi que leurs dérivés $f'_0$ et $f'_1$, et tracez-les sur leur intervalle de définition.\n"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 18,
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"metadata": {
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"tags": []
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},
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"outputs": [],
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"source": [
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"# DEFINIR LES FONCTIONS\n",
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"\n",
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"\n",
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"def f0(x):\n",
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" \"\"\"Return the value of the function f0 at point x.\"\"\"\n",
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" return np.power(x, 3) - 2\n",
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"\n",
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"\n",
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"def f0prime(x):\n",
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" \"\"\"Return the value of the derivative of f0 at point x.\"\"\"\n",
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" return 3 * np.power(x, 2)\n",
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"\n",
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"\n",
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"def f1(x):\n",
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" \"\"\"Return the value of the function f1 at point x.\"\"\"\n",
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" return np.power(np.sin(x), 2)\n",
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"\n",
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"\n",
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"def f1prime(x):\n",
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" \"\"\"Return the value of the derivative of f1 at point x.\"\"\"\n",
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" return 2 * np.cos(x) * np.sin(x)"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 19,
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"metadata": {
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"tags": []
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},
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"outputs": [
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{
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"data": {
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"text/plain": [
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"Text(0.5, 1.0, 'Fonction f1 et sa dérivée')"
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]
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},
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"execution_count": 19,
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"metadata": {},
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"output_type": "execute_result"
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},
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{
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"data": {
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",
|
||
"text/plain": [
|
||
"<Figure size 1200x1200 with 2 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"## COMPLETEZ ....\n",
|
||
"## METTRE LES GRAPHIQUES\n",
|
||
"x0 = np.linspace(1, 4, 200)\n",
|
||
"\n",
|
||
"# Graphique\n",
|
||
"fig = plt.figure(figsize=(12, 12))\n",
|
||
"ax = fig.add_subplot(2, 2, 1)\n",
|
||
"ax.plot(x0, f0(x0), label=\"$f$\")\n",
|
||
"ax.plot(x0, f0prime(x0), label=\"$f'$\")\n",
|
||
"ax.legend()\n",
|
||
"ax.set_xlabel(\"$x$\")\n",
|
||
"ax.set_ylabel(\"$f(x)$\")\n",
|
||
"ax.set_title(\"Fonction f0 et sa dérivée\")\n",
|
||
"\n",
|
||
"x1 = np.linspace(2, 4, 200)\n",
|
||
"ax = fig.add_subplot(2, 2, 2)\n",
|
||
"ax.plot(x1, f1(x1), label=\"$f$\")\n",
|
||
"ax.plot(x1, f1prime(x1), label=\"$f'$\")\n",
|
||
"ax.legend()\n",
|
||
"ax.set_xlabel(\"$x$\")\n",
|
||
"ax.set_ylabel(\"$f(x)$\")\n",
|
||
"ax.set_title(\"Fonction f1 et sa dérivée\")"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"### Question 2\n",
|
||
"\n",
|
||
"Avant d'implémenter la méthode de Newton (1) on a besoin de choisir un __critère d’arrêt__: à chaque itération $k$ de la méthode ce critère nous permet de décider s'il faut caluler l'approximation suivante ou arrêter l'algorithme. \n",
|
||
"\n",
|
||
"On choisira d’implémenter ici un critère d’arrêt donné par:\n",
|
||
"\n",
|
||
"\\begin{equation}\n",
|
||
"|f(x_k)|< \\epsilon \\quad \\text{ OU } \\quad k> N_{max}\n",
|
||
"\\end{equation}\n",
|
||
"\n",
|
||
"où $\\epsilon>0$ est un réel fixé et $N_{max} \\in \\mathbb{N}$ est le nombre maximal d'itérations.\n",
|
||
"\n",
|
||
"\n",
|
||
"\n",
|
||
"\n",
|
||
"Écrire une fonction __newton__ prenant en argument:\n",
|
||
"\n",
|
||
"- une fonction __fun__ \n",
|
||
"- sa dérivée __funprime__ \n",
|
||
"- une condition initiale $x_0$\n",
|
||
"- une tolérance $\\epsilon>0$ pour le critère d’arrêt\n",
|
||
"- un nombre d'itération maximal $N_{max}$ pour le critère d’arrêt\n",
|
||
"\n",
|
||
"\n",
|
||
"et qui donne en sortie \n",
|
||
"\n",
|
||
"- le nombre d'itérations nécéssaires pour vérifier le critère d'arrêt,\n",
|
||
"- la solution approchée $x^*$ calculée avec la méthode de Newton.\n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 20,
|
||
"metadata": {
|
||
"tags": []
|
||
},
|
||
"outputs": [],
|
||
"source": [
|
||
"def newton(fun, funprime, x0, epsilon, Nmax):\n",
|
||
" \"\"\"Algorithme de Newton pour résoudre f(x) = 0.\n",
|
||
"\n",
|
||
" Args:\n",
|
||
" fun: fonction f\n",
|
||
" funprime: dérivée de f\n",
|
||
" x0: point de départ\n",
|
||
" epsilon: précision\n",
|
||
" Nmax: nombre maximum d'itérations\n",
|
||
"\n",
|
||
" Returns:\n",
|
||
" k: nombre d'itérations effectuées\n",
|
||
" xk: approximation de la racine\n",
|
||
"\n",
|
||
" \"\"\"\n",
|
||
" k = 0\n",
|
||
" xk = x0\n",
|
||
" while np.abs(fun(xk)) > epsilon and k < Nmax:\n",
|
||
" k += 1\n",
|
||
" xk -= fun(xk) / funprime(xk)\n",
|
||
" return k, xk"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"### Question 2 \n",
|
||
"\n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"Choisir un point $x_0$ arbitraire dans l'intervalle de définition des deux fonctions ci-dessus, calculer les solutions approchées $\\tilde{x}_0$ et $\\tilde{x}_1$ des équations $f_0(x) = 0$ et $f_1(x)=0$ en utilisant la méthode de Newton avec $\\epsilon = 10^{-14}$ et $N_{max} = 1,2,\\ldots,20$. \n",
|
||
"\n",
|
||
"Tracez le logarithme des erreurs $|\\tilde{x}_0 - 2^{1/3}|$ et $|\\tilde{x}_1 - \\pi| $ en fonction de $N_{max}$. \n",
|
||
"\n",
|
||
"Qu'est-ce que vous observez ? Pourquoi les deux courbes sont-elles si différentes ?\n",
|
||
"\n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 21,
|
||
"metadata": {
|
||
"tags": []
|
||
},
|
||
"outputs": [
|
||
{
|
||
"data": {
|
||
"text/plain": [
|
||
"Text(0.5, 1.0, 'Erreurs des valeurs x0 et x1')"
|
||
]
|
||
},
|
||
"execution_count": 21,
|
||
"metadata": {},
|
||
"output_type": "execute_result"
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<Figure size 1200x1200 with 1 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"x0_sol = [[], []]\n",
|
||
"x1_sol = [[], []]\n",
|
||
"\n",
|
||
"for n in range(1, 21):\n",
|
||
" x0 = 1.1\n",
|
||
" x1 = 2.3\n",
|
||
" epsilon = 10e-14\n",
|
||
" sol_f0 = newton(f0, f0prime, x0, epsilon, n)\n",
|
||
" sol_f1 = newton(f1, f1prime, x1, epsilon, n)\n",
|
||
" x0_sol[0].append(sol_f0[0])\n",
|
||
" x0_sol[1].append(sol_f0[1])\n",
|
||
" x1_sol[0].append(sol_f1[0])\n",
|
||
" x1_sol[1].append(sol_f1[1])\n",
|
||
"\n",
|
||
"xx0 = np.linspace(1, 4, 200)\n",
|
||
"xx1 = np.linspace(2, 3, 200)\n",
|
||
"\n",
|
||
"# Graphique\n",
|
||
"fig = plt.figure(figsize=(12, 12))\n",
|
||
"ax = fig.add_subplot(2, 2, 1)\n",
|
||
"ax.plot(x0_sol[0], np.abs(x0_sol[1] - np.power(2, 1 / 3)), label=\"Erreur x0\")\n",
|
||
"ax.plot(x1_sol[0], np.abs(np.array(x1_sol[1]) - np.pi), label=\"Erreur x1\")\n",
|
||
"ax.legend()\n",
|
||
"# ax.set_xscale('log')\n",
|
||
"ax.set_yscale(\"log\")\n",
|
||
"ax.set_xlabel(\"$N_{max}$\")\n",
|
||
"ax.set_ylabel(\"Erreur\")\n",
|
||
"ax.set_title(\"Erreurs des valeurs x0 et x1\")"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"## Un exemple avec plusieurs solutions"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"Si on applique la méthode de Newton à une fonction $f$ telle que $f(x) = 0$ a plusieurs solutions, on peut s'attendre à deux résultats possibles: soit la méthode ne converge pas, soit elle converge vers un seul des zéros de $f$. En particulier la méthode peut converger vers des zéros différents si on choisit de points initiaux $x_0$ différents.\n",
|
||
"\n",
|
||
"L'ensemble des $x_0$ tels que la méthode converge vers la solution $x^*$ s'appelle le __bassin d'attraction__ de $x^*$. "
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"### Question 3\n",
|
||
"\n",
|
||
"Soit $f$ la fonction telle que $f(x) =x^3 - 4 x+ 1$. Combien l’équation $f(x) = 0$ admet-elle de solutions ?\n",
|
||
"\n",
|
||
"Rechercher ces solutions avec la fonction __newton__ en initialisant successivement la méthode avec différentes valeurs initiales $x_0$. \n",
|
||
"\n",
|
||
"Tracer la fonction $f(x)$ et vérifier le résultat."
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 22,
|
||
"metadata": {
|
||
"tags": []
|
||
},
|
||
"outputs": [],
|
||
"source": [
|
||
"def f(x):\n",
|
||
" \"\"\"Definition de f.\"\"\"\n",
|
||
" return np.power(x, 3) - 4 * x + 1\n",
|
||
"\n",
|
||
"\n",
|
||
"def fprime(x):\n",
|
||
" \"\"\"Definition de f'.\"\"\"\n",
|
||
" return 3 * np.power(x, 2) - 4"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 23,
|
||
"metadata": {
|
||
"tags": []
|
||
},
|
||
"outputs": [
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"Solution pour x_start=-2.5\n",
|
||
"x_sol = -2.1864406779661016 pour 1 itérations\n",
|
||
"x_sol = -2.118117687826545 pour 2 itérations\n",
|
||
"x_sol = -2.114914460488018 pour 3 itérations\n",
|
||
"x_sol = -2.114907541509005 pour 4 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"x_sol = -2.114907541476756 pour 5 itérations\n",
|
||
"\n",
|
||
"Solution pour x_start=0\n",
|
||
"x_sol = 0.25 pour 1 itérations\n",
|
||
"x_sol = 0.2540983606557377 pour 2 itérations\n",
|
||
"x_sol = 0.25410168836283464 pour 3 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"x_sol = 0.2541016883650524 pour 4 itérations\n",
|
||
"\n",
|
||
"Solution pour x_start=2.5\n",
|
||
"x_sol = 2.0508474576271185 pour 1 itérations\n",
|
||
"x_sol = 1.885793368253518 pour 2 itérations\n",
|
||
"x_sol = 1.8613332057733178 pour 3 itérations\n",
|
||
"x_sol = 1.8608060959714212 pour 4 itérations\n",
|
||
"x_sol = 1.8608058531117548 pour 5 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"x_sol = 1.8608058531117033 pour 6 itérations\n",
|
||
"\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"text/plain": [
|
||
"Text(0.5, 1.0, 'Fonction f et sa dérivée')"
|
||
]
|
||
},
|
||
"execution_count": 23,
|
||
"metadata": {},
|
||
"output_type": "execute_result"
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<Figure size 1200x1200 with 1 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"## VOTRE REPONSE ICI\n",
|
||
"# ON PEUT PRENDRE EN LE JUSTIFIANT : x0 = -2.5, x0 = 0, x0 = 2.5\n",
|
||
"# NE PRENEZ PAS NMax TROP GRAND (on pourra aussi justifier cela )\n",
|
||
"for x_start in [-2.5, 0, 2.5]:\n",
|
||
" print(f\"Solution pour x_start={x_start}\")\n",
|
||
" for n in range(1, 21):\n",
|
||
" x_sol = newton(f, fprime, x_start, epsilon, n)\n",
|
||
" print(f\"x_sol = {x_sol[1]} pour {x_sol[0]} itérations\")\n",
|
||
" print()\n",
|
||
"\n",
|
||
"xx = np.linspace(-3, 3, 200)\n",
|
||
"\n",
|
||
"# Graphique\n",
|
||
"fig = plt.figure(figsize=(12, 12))\n",
|
||
"ax = fig.add_subplot(2, 2, 1)\n",
|
||
"ax.plot(xx, f(xx), label=\"$f$\")\n",
|
||
"ax.plot(xx, fprime(xx), label=\"$f'$\")\n",
|
||
"ax.plot(xx, np.zeros(xx.size))\n",
|
||
"ax.legend()\n",
|
||
"ax.set_xlabel(\"$x$\")\n",
|
||
"ax.set_ylabel(\"$f(x)$\")\n",
|
||
"ax.set_title(\"Fonction f et sa dérivée\")"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"## Manipulation d'images en Python"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"On commence par importer le module matplotlib.image, puis on importe l’image image0.png et on l’affiche \n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 24,
|
||
"metadata": {
|
||
"tags": []
|
||
},
|
||
"outputs": [
|
||
{
|
||
"data": {
|
||
"text/plain": [
|
||
"<matplotlib.image.AxesImage at 0x110340050>"
|
||
]
|
||
},
|
||
"execution_count": 24,
|
||
"metadata": {},
|
||
"output_type": "execute_result"
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<Figure size 640x480 with 1 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"import matplotlib.image as mpimg\n",
|
||
"\n",
|
||
"# DECOMMENTEZ\n",
|
||
"img0 = mpimg.imread(\"image0.png\")\n",
|
||
"plt.imshow(img0)"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"### Question 4\n",
|
||
"\n",
|
||
"Quel objet python est img0? (Utiliser la fonction __type__)\n",
|
||
"\n",
|
||
"Recommencer avec le fichier image1.png\n",
|
||
"\n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 25,
|
||
"metadata": {
|
||
"tags": []
|
||
},
|
||
"outputs": [
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"<class 'numpy.ndarray'>\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"text/plain": [
|
||
"<matplotlib.image.AxesImage at 0x11038de50>"
|
||
]
|
||
},
|
||
"execution_count": 25,
|
||
"metadata": {},
|
||
"output_type": "execute_result"
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<Figure size 640x480 with 1 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"## VOTRE CODE ICI\n",
|
||
"print(type(img0))\n",
|
||
"\n",
|
||
"img1 = mpimg.imread(\"image1.png\")\n",
|
||
"plt.imshow(img1)"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"### Question 5\n",
|
||
"\n",
|
||
"Les objet img0 et img1 sont des *numpy arrays* de taille $(N_x,N_y,3)$ où $N_x$ est le nombre de pixels (de points) dans la diréction horizontale et $N_y$ est le nombre de pixels dans la diréction verticale.\n",
|
||
"\n",
|
||
"La couleur de chaque pixel est codée par un vecteur [R, G, B] de taille 3 dit RGB (ou RVB en français\n",
|
||
"rouge-vert-bleu). Chaque coordonnée varie entre 0 et 1 (ou 0 et 255 selon la convention). [1, 0, 0] code\n",
|
||
"le rouge, [0, 1, 0] le vert, [0, 0, 1] le bleu, [1, 1, 1] le blanc et [0, 0, 0] le noir. Par exemple:\n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 26,
|
||
"metadata": {
|
||
"tags": []
|
||
},
|
||
"outputs": [
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"La couleur du pixel de img0 de coordonnées (1,100) est donnée par [R G B]= [0.9372549 0.9372549 0.9372549 1. ]\n",
|
||
"La couleur du pixel de img1 de coordonnées (50,100) est donnée par [R G B]= [0. 0.4 1. 1. ]\n"
|
||
]
|
||
}
|
||
],
|
||
"source": [
|
||
"print(\n",
|
||
" \"La couleur du pixel de img0 de coordonnées (1,100) est donnée par [R G B]=\",\n",
|
||
" img0[1, 100, :],\n",
|
||
")\n",
|
||
"print(\n",
|
||
" \"La couleur du pixel de img1 de coordonnées (50,100) est donnée par [R G B]=\",\n",
|
||
" img1[50, 100, :],\n",
|
||
")"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"Créer une image de taille $N \\times N$ pixels entièrement noire, puis blanche, puis rouge. Créer une autre image de taille $N \\times N$ dont la moitié droite est rouge et la moitié gauche est bleue."
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 27,
|
||
"metadata": {
|
||
"tags": []
|
||
},
|
||
"outputs": [
|
||
{
|
||
"data": {
|
||
"text/plain": [
|
||
"<matplotlib.image.AxesImage at 0x1103db9d0>"
|
||
]
|
||
},
|
||
"execution_count": 27,
|
||
"metadata": {},
|
||
"output_type": "execute_result"
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": "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",
|
||
"text/plain": [
|
||
"<Figure size 640x480 with 1 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"## VOTRE CODE ICI\n",
|
||
"N = 50\n",
|
||
"imageBlack = np.zeros((N, N, 3))\n",
|
||
"plt.imshow(imageBlack)\n",
|
||
"\n",
|
||
"imageWhite = np.ones((N, N, 3))\n",
|
||
"plt.imshow(imageWhite)\n",
|
||
"\n",
|
||
"imageRed = np.ones((N, N, 3))\n",
|
||
"imageRed[::] = [1, 0, 0]\n",
|
||
"plt.imshow(imageRed)\n",
|
||
"\n",
|
||
"imageDB = np.zeros((N, N, 3))\n",
|
||
"imageDB[:, : N // 2] = [0, 0, 1] # Left half blue\n",
|
||
"imageDB[:, N // 2 :] = [1, 0, 0] # Right half red\n",
|
||
"plt.imshow(imageDB)"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"## Fractale de Newton\n",
|
||
"\n",
|
||
"\n",
|
||
"On considère la fonction holomorphe $f:\\mathbb{C} \\rightarrow \\mathbb{C}$ telle que\n",
|
||
"\n",
|
||
"\\begin{equation}\n",
|
||
"f(z) = z^3-1\n",
|
||
"\\end{equation}\n",
|
||
"\n",
|
||
"L'équation $f(z)= 0$ admets trois racines dinstinctes: \n",
|
||
"\n",
|
||
"\\begin{equation}\n",
|
||
" {r}_0 = -\\frac{1}{2}+ \\frac{\\sqrt{3}}{2} i,\\quad {r}_1 = -\\frac{1}{2}- \\frac{\\sqrt{3}}{2} i\\,,\\quad r_2 = 1 \\,.\n",
|
||
"\\end{equation}\n",
|
||
"\n",
|
||
"La méthode de Newton peut etre appliquée sans modifications aussi dans ce cas. \n",
|
||
"\n",
|
||
"Ici nous voulons étudier les __bassins d'attractions__ des différentes racines de $f$. "
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"### Question 6\n",
|
||
"\n",
|
||
"Afin de définir le nombre complexe $z = x + i y$ en Python, on définit z = complex(x, y) par exemple"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 28,
|
||
"metadata": {
|
||
"tags": []
|
||
},
|
||
"outputs": [
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"Soit z =(4+3j), alors z^2 =(7+24j)\n"
|
||
]
|
||
}
|
||
],
|
||
"source": [
|
||
"z = complex(4, 3)\n",
|
||
"print(f\"Soit z ={z}, alors z^2 ={z**2}\")"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"Définir la fonction $f(z) = z^3-1$ ainsi que sa dérivée $f'$ et un np.array appelé __roots__ de taille 3 contenant les trois racines distinctes de f "
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 29,
|
||
"metadata": {
|
||
"tags": []
|
||
},
|
||
"outputs": [],
|
||
"source": [
|
||
"def f(z):\n",
|
||
" \"\"\"Definition de f.\"\"\"\n",
|
||
" return np.power(z, 3) - 1\n",
|
||
"\n",
|
||
"\n",
|
||
"def fprime(z):\n",
|
||
" \"\"\"Definition de f'.\"\"\"\n",
|
||
" return 3 * np.power(z, 2)\n",
|
||
"\n",
|
||
"\n",
|
||
"roots = np.array(\n",
|
||
" [complex(-1 / 2, np.sqrt(3) / 2), complex(-1 / 2, -np.sqrt(3) / 2), complex(1, 0)],\n",
|
||
")"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"\n",
|
||
"### Question 7\n",
|
||
"\n",
|
||
"Implémenter une méthode de Newton modifiée __newtonMod__ à partir de la fonction __newton__ implémentée\n",
|
||
"dans la Question 2. On demande les modifications suivantes : on va utiliser le fait qu’on a une expression\n",
|
||
"algébrique des racines de f afin d’étudier plus simplement la dépendance de la méthode de Newton\n",
|
||
"en fonction de la condition initiale et on remplace le critère d’arrêt de la Question 2 par le critère d’arrêt:\n",
|
||
"\n",
|
||
"\\begin{equation}\n",
|
||
"|x_k − r_0| < \\epsilon \\quad \\text{ OR }\\quad |x_k − r_1| < \\epsilon\\quad\\text{ OR }\\quad |x_k − r_2| < \\epsilon \\quad\\text{ OR }\\quad k > N_{max}\n",
|
||
"\\end{equation}\n",
|
||
"\n",
|
||
"\n",
|
||
"La fonction __newtonMod__ doit avoir en sortie un argument additionnel par rapport à la fonction __newton__:\n",
|
||
"\n",
|
||
"- un entier $b$ pouvant prendre 4 valeurs: $b=-1$ si la la méthode n’a pas convergé (c'est-à-dire si on depasse le nombre d'iterations maximal), ou $b=j$ si la méthode a convergé vers la racine $r_j$ avec $j=0,1,2$."
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 30,
|
||
"metadata": {
|
||
"tags": []
|
||
},
|
||
"outputs": [],
|
||
"source": [
|
||
"def newtonMod(fun, funprime, x0, roots, epsilon, Nmax): # noqa: PLR0913\n",
|
||
" \"\"\"Algorithme de Newton pour résoudre f(x) = 0 avec des valeurs cibles de la racine fournies par le tableau roots (de taille 3).\n",
|
||
"\n",
|
||
" Si la racine obtenue coïncide avec roots[i], on retournera l'indice i (voir le paramètre de sortie b ci-dessous).\n",
|
||
"\n",
|
||
" Args:\n",
|
||
" fun: fonction f\n",
|
||
" funprime: dérivée de f\n",
|
||
" x0: point de départ\n",
|
||
" roots: tableau des racines cibles\n",
|
||
" epsilon: précision\n",
|
||
" Nmax: nombre maximum d'itérations\n",
|
||
"\n",
|
||
" Returns:\n",
|
||
" b: indice de la racine cible la plus proche de la racine obtenue (-1 si échec)\n",
|
||
" k: nombre d'itérations effectuées\n",
|
||
" xk: approximation de la racine\n",
|
||
"\n",
|
||
" \"\"\"\n",
|
||
" xk = x0\n",
|
||
" k = 0\n",
|
||
" r0, r1, r2 = roots[0], roots[1], roots[2]\n",
|
||
" while (\n",
|
||
" np.abs(xk - r0) > epsilon\n",
|
||
" and np.abs(xk - r1) > epsilon\n",
|
||
" and np.abs(xk - r2) > epsilon\n",
|
||
" and k < Nmax\n",
|
||
" ):\n",
|
||
" k += 1\n",
|
||
" xk -= fun(xk) / funprime(xk)\n",
|
||
" b = -1 if k > Nmax else np.abs(roots - xk).argmin()\n",
|
||
" return b, k, xk"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"### Question 8\n",
|
||
"\n",
|
||
"\n",
|
||
"Définir un vecteur $p$ de taille $N$, obtenus en divisant l'interval $[-1,1]$ en $N-1$ sous-intervalles égaux.\n",
|
||
"\n",
|
||
"Définir une images noire de taille $N \\times N$ comme dans l'exercice 5 et l'appeler __image0__ .\n",
|
||
"\n",
|
||
"Chaque pixel d' __image0__ corresponde à un point dans le carré $[-1,1]\\times [-1,1]$. \n",
|
||
"Pour chaque pixel corréspondant aux indices $(i_x,i_y)$, appellez la méthode __newtonMod__ en prenant pour condition initiale le nombre complexe \n",
|
||
"\n",
|
||
"\\begin{equation}\n",
|
||
"z_0 = a+ i\\, b \\,, \\quad \\text{ où } \\quad a= p[i_x] \\, \\text{ et }\\, b= p[i_y] \n",
|
||
"\\end{equation}\n",
|
||
"\n",
|
||
"\n",
|
||
"et colorier le pixel $(i_x,i_y)$ de __image0__ en noir si la méthode n’a pas convergé et sinon en rouge, vert ou bleu selon la racine vers\n",
|
||
"laquelle elle a convergé. \n",
|
||
"\n",
|
||
"\n",
|
||
"\n",
|
||
"Essayer avec N = 50 puis N = 500.\n",
|
||
"\n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 31,
|
||
"metadata": {
|
||
"tags": []
|
||
},
|
||
"outputs": [
|
||
{
|
||
"data": {
|
||
"text/plain": [
|
||
"<matplotlib.image.AxesImage at 0x110474910>"
|
||
]
|
||
},
|
||
"execution_count": 31,
|
||
"metadata": {},
|
||
"output_type": "execute_result"
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<Figure size 640x480 with 1 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"# VOTRE CODE ICI\n",
|
||
"N = 500\n",
|
||
"p = np.linspace(-1, 1, N)\n",
|
||
"image0 = np.zeros((N, N, 3))\n",
|
||
"for i in range(N):\n",
|
||
" for j in range(N):\n",
|
||
" z0 = complex(p[i], p[j])\n",
|
||
" b, k, x = newtonMod(f, fprime, z0, roots, 10e-14, 5)\n",
|
||
" if b == -1:\n",
|
||
" image0[i, j] = [0, 0, 0]\n",
|
||
" elif b == 0:\n",
|
||
" image0[i, j] = [1, 0, 0]\n",
|
||
" elif b == 1:\n",
|
||
" image0[i, j] = [0, 1, 0]\n",
|
||
" elif b == 2: # noqa: PLR2004\n",
|
||
" image0[i, j] = [0, 0, 1]\n",
|
||
"\n",
|
||
"plt.imshow(image0)"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"### Question 9\n",
|
||
"\n",
|
||
"Sur une nouvelle image, colorier de manière similaire chaque pixel sur une échelle de gris proportionnellement\n",
|
||
"au nombre d’itérations $k$ nécessaires à la convergence de la méthode, $k/N_{max} \\in [0, 1]$; c'est-à-dire en saisissant le code [R G B] donné par $[k/N_{max},k/N_{max},k/N_{max}]$\n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 33,
|
||
"metadata": {
|
||
"tags": []
|
||
},
|
||
"outputs": [
|
||
{
|
||
"data": {
|
||
"text/plain": [
|
||
"<matplotlib.image.AxesImage at 0x110abee90>"
|
||
]
|
||
},
|
||
"execution_count": 33,
|
||
"metadata": {},
|
||
"output_type": "execute_result"
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<Figure size 640x480 with 1 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"# VOTRE CODE ICI\n",
|
||
"N = 1000\n",
|
||
"Nmax = 10\n",
|
||
"p = np.linspace(-1, 1, N)\n",
|
||
"image0 = np.zeros((N, N, 3))\n",
|
||
"for i in range(N):\n",
|
||
" for j in range(N):\n",
|
||
" z0 = complex(p[i], p[j])\n",
|
||
" b, k, x = newtonMod(f, fprime, z0, roots, 10e-14, Nmax)\n",
|
||
" image0[i, j] = [k / Nmax, k / Nmax, k / Nmax]\n",
|
||
"\n",
|
||
"plt.imshow(image0)"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"\n",
|
||
"### Question 10\n",
|
||
"\n",
|
||
"Commentez les observations\n",
|
||
"\n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": null,
|
||
"metadata": {
|
||
"collapsed": true,
|
||
"jupyter": {
|
||
"outputs_hidden": true
|
||
}
|
||
},
|
||
"outputs": [],
|
||
"source": []
|
||
}
|
||
],
|
||
"metadata": {
|
||
"kernelspec": {
|
||
"display_name": "studies",
|
||
"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": "3.13.9"
|
||
}
|
||
},
|
||
"nbformat": 4,
|
||
"nbformat_minor": 4
|
||
}
|