{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "bdyEMGAkSjUa" }, "source": [ "

\n", " TP : Des fonctions récursives qui renvoient la liste des nœuds
lors d'un parcours en profondeur\n", "


\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "
⌛ Avant de commencer
\n", "\n", "#### Vous devez travailler sur https://notebook.basthon.fr/\n", " \n", "Vous devez charger ce module : `module_tree_2021.py` dans le document (icone ouvrir fichier puis choisir Installer le module)\n", "\n", "\n", " " ] }, { "cell_type": "markdown", "metadata": { "id": "0UE_Kb95NwfI" }, "source": [ "Voici un labyrinthe que nous avons déjà étudié :\n" ] }, { "cell_type": "markdown", "metadata": { "id": "VfdVzH1_wiFp" }, "source": [ "![image.png](data:image/png;base64,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)" ] }, { "cell_type": "markdown", "metadata": { "id": "4_e9QUrWe-6T" }, "source": [ "🖐 Nous vous redonnons la représentation de ce labyrinthe avec un arbre.\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "9BTmsVf00a9_" }, "source": [ 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] }, { "cell_type": "markdown", "metadata": { "id": "lW4y9c6-_95s" }, "source": [ "I. Implémentation d'arbres avec 2 classes\n", "\n", "Les arbres seront ici implémentés avec une classe `Node` et une classe `Arbre`. \n", "Vous n'avez pas besoin de connaître cette implémentation. \n", "\n", "👉 Voici les fonctions de l'interface dont vous aurez besoin :\n", "\n", "Notre arbre sera modélisé avec un dictionnaire.\n", "\n", "```\n", "#################### Un arbre ###################\n", "\n", "arbre = Arbre(etiquette) :\n", " Crée un objet arbre, dont la racine porte l'étiquette passée en paramètre\n", " Attributs :\n", " arbre.noeuds : dictionnaire dont les clés sont les etiquettes \n", " des sommets et les valeurs les objets noeuds associés\n", " arbre.etiquette_racine : etiquette de la racine de l'arbre\n", "\n", "############### Primitives d'accès ###############\n", "\n", "arbre.empty():\n", " return True si Arbre est un arbre vide, False sinon\n", "\n", "arbre.filsD(etiquette) :\n", " renvoie True si le noeud dont l'etiquette est donnée en paramètre a un fils droit, False sinon.\n", " \n", "arbre.filsG(etiquette) :\n", " renvoie True si le noeud dont l'etiquette est donnée en paramètre a un fils gauche, False sinon.\n", "\n", "arbre.racine() :\n", " renvoie l'objet noeud de la racine\n", " Les objets Noeuds disposent de 3 attributs :\n", " fg et fd : objets Noeud fils gauche et droit\n", " val : etiquette du noeud fils\n", " \n", "arbre.est_feuille(etiquette) :\n", " Renvoie True si le noeud etiquette est une feuille\n", "\n", "############### Primitives d'ajouts ###############\n", "\n", "arbre.addG(etiquette_parent, etiquette_fils) -> None :\n", " :param etiquette_parent: est une etiquette d'un noeud de l'arbre\n", " :param etiquette_fils: est l'etiquette du fils gauche à ajouter \n", "\n", " addG ajoute un fils gauche au noeud parent\n", " \n", "\n", "\n", "arbre.addD(etiquette_parent, etiquette_fils) -> None :\n", " :param etiquette_parent: est une etiquette d'un noeud de l'arbre\n", " :param etiquette_fils: est l'etiquette du fils droit à ajouter \n", "\n", " addD ajoute un fils droit au noeud parent\n", "\n", "\n", "############### Primitives d'extraction de sous arbres ###############\n", "\n", "arbre.sad(etiquette = None):\n", " si le paramètre cle est absent, la méthode renvoie le SAD de la racine\n", " si une etiquette et mentionnée, la méthode renvoie le SAD du noeud portant cette etiquette\n", "\n", "arbre.sag(etiquette = None):\n", " si le paramètre cle est absent, la méthode renvoie le SAG de la racine\n", " si une etiquette et mentionnée, la méthode renvoie le SAG du noeud portant cette etiquette\n", "\n", "############### Primitive de représentation ###############\n", "\n", "print(arbre) : permet d'afficher l'arbre en mode texte\n", "\n", "arbre.show(etiquette = None, verts = None):\n", " Dessin de l'arbre.\n", " Si etiquette est None, la fonction dessinne l'arbre complet\n", " Sinon elle dessine le sous arbre dont la racine est etiquette\n", " Le paramètre verts peut être ajouté : c'est une liste d'étiquettes. \n", " Tous les noeuds de cette liste seront représentés en vert.\n", "```" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "YsLfbBBc_Gg5" }, "outputs": [], "source": [ "from module_tree_2021 import Node, Arbre \n", "from module_tree_2021 import addNodes, make_it" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Ce n'est pas nécessaire ici, mais vous pouvez exécuter la cellule suivante." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "ll7IWFW7AmEg", "outputId": "5f00433b-d53f-41a0-eae4-78b77b1cbe05" }, "outputs": [], "source": [ "help(Arbre)\n", "help(Node)" ] }, { "cell_type": "markdown", "metadata": { "id": "PWWLYvZCpKK6" }, "source": [ "II. Création de l'arbre\n", "\n", "Le module **module_tree_2021** contient une fonction `addNodes`. \n", "\n", "Cette fonction doit créer l'arbre du labyrinthe que nous étudions, mais elle est incomplète... (😢 quelques nœuds ont été oubliés ... )\n", "\n", "Ci dessous, on crée un Arbre dont la racine porte l'étiquette \"04\" et on ajoute les nœuds avec addNodes\n", "\n", "Regardez le dessin de l'arbre obtenu et comparez avec le votre (fait à la main) pour déterminer les nœuds manquants.\n", "\n", "Ensuite, ajoutez les instructions qui permettent d'ajouter ces nœuds (voir les primitives d'ajout disponibles) .\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "f8yf0rEGTk2s", "outputId": "8636a34c-467b-4558-abe7-eb6f0501ee39" }, "outputs": [], "source": [ "arbre = Arbre(\"04\")\n", "addNodes(arbre)\n", "### après avoir vu l'arbre construit ci-dessous, ajoutez les instructions ci-dessous ###\n", "\n", "# puis refaire le dessin\n", "arbre.show()" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 322 }, "id": "mO1VPAC7G1tw", "outputId": "8d643a49-f304-4a62-ce12-108c4502d1e6" }, "outputs": [], "source": [ "# test de votre arbre\n", "from module_tree_2021 import test_arbre\n", "test_arbre(arbre)" ] }, { "cell_type": "markdown", "metadata": { "id": "qY9YC8aHKwCw" }, "source": [ "En principe `arbre` contient maintenant (et jusqu'à la fin du TP) l'arbre correct. Si toutefois une fausse manipulation le détruisait, vous pouvez le reconstruire avec la cellule ci-dessous :" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "6z4WU5dOK9M9", "outputId": "79f9b080-d014-4b45-9719-02a135547c43" }, "outputs": [], "source": [ "from module_tree_2021 import make_it\n", "arbre = make_it()\n", "test_arbre(arbre)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "GpvHvxNPYSC5", "outputId": "4b1da0ab-d3e7-414b-f774-7a4e887495a9" }, "outputs": [], "source": [ "arbre.show()" ] }, { "cell_type": "markdown", "metadata": { "id": "TWYXhD5k4RJe" }, "source": [ "III. Les parcours en profondeur\n", "\n", "Que fait le code ci-dessous ?\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "rYQiia7jvE1Y", "outputId": "9d33ab84-fec4-4032-8613-8f2364dc0fa1" }, "outputs": [], "source": [ "def mystere(arbre):\n", "\n", " print(arbre.etiquette_racine, end = \" -> \")\n", "\n", " if arbre.racine().fg is not None : \n", " mystere(arbre.sag())\n", "\n", " if arbre.racine().fd is not None : \n", " mystere(arbre.sad())\n", "\n", "mystere(arbre)" ] }, { "cell_type": "markdown", "metadata": { "id": "omn6is7tCBeg" }, "source": [ "
Réponse : \n", "

\n", " \n", "\n", "Ce code affiche les nœuds avec un **parcours préfixe** de l'arbre. \n", " \n", "

\n", "
\n" ] }, { "cell_type": "markdown", "metadata": { "id": "OcNa4bQULe15" }, "source": [ " 💻 **A vous de jouer 1**\n", "\n", "Complétez le code pour qu'il renvoie la liste des sommets visités (au lieu d'afficher), en utilisant la même structure que dans la fonction `mystere`ci-dessus.\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "tiefOoD6A6jm" }, "outputs": [], "source": [ "def parcours_prefixe(arbre):\n", " visites = [arbre.etiquette_racine]\n", " if arbre.racine().fg is not None : \n", " ...\n", " ..." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "d0NsjosOA-pA", "outputId": "5cdd600a-2ac7-42e2-ed04-3399b8d4cb49" }, "outputs": [], "source": [ "prefixe = parcours_prefixe(arbre)\n", "print(prefixe)\n", "# l'appel de show avec une liste permet d'afficher en vert les noeuds présents dans la liste\n", "# vérifions que nous avons tout visité :\n", "arbre.show(verts = prefixe)\n" ] }, { "cell_type": "markdown", "metadata": { "id": "7TBFwHJ-MtEz" }, "source": [ " 💻 **A vous de jouer 2**\n", "\n", "Faire de même pour un parcours suffixe en utilisant la même structure que dans la fonction `mystere`ci-dessus.\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "dPNQDLKSC59Y" }, "outputs": [], "source": [ "def parcours_suffixe(arbre):\n", " ..." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 220 }, "id": "dOaJM9_5DEl4", "outputId": "19275777-1397-4901-f4f1-c8887e73ab7d" }, "outputs": [], "source": [ "suffixe = parcours_suffixe( arbre)\n", "print(suffixe)\n", "# vérifiez si tous les noeuds ont été visités :\n", "arbre.show(verts = suffixe)\n" ] }, { "cell_type": "markdown", "metadata": { "id": "xmlLTzLuM_oH" }, "source": [ " 💻 **A vous de jouer 3**\n", "\n", "Faire de même pour un parcours infixe en utilisant la même structure que dans la fonction `mystere`ci-dessus.\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "t_rOmkjscP6Q" }, "outputs": [], "source": [ "def parcours_infixe(arbre):\n", " ..." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "D17OZ21ScP6c", "outputId": "f0d9af5c-546d-48f5-a16b-03e9ebb40954" }, "outputs": [], "source": [ "infixe = parcours_infixe( arbre)\n", "print(infixe)\n", "# vérifiez si tous les noeuds ont été visités :\n", "arbre.show(verts = infixe)\n" ] }, { "cell_type": "markdown", "metadata": { "id": "InRsnetpY_hs" }, "source": [ "💡 Une autre écriture plus concise\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "oTqnXJR6YJVt" }, "outputs": [], "source": [ "def prefixe(arbre) :\n", " if arbre.empty():\n", " return []\n", " else :\n", " return [arbre.etiquette_racine] + prefixe(arbre.sag()) + prefixe(arbre.sad()) " ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "PiwpQortYWvg", "outputId": "5aa644c2-4350-4f83-c783-ccb36a7e3d15" }, "outputs": [], "source": [ "print(prefixe(arbre))" ] }, { "cell_type": "markdown", "metadata": { "id": "sWjGkmWCZIkE" }, "source": [ " 💻 **A vous de jouer 4**\n", "\n", "Faire de même pour un parcours suffixe et un parcours infixe\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "P68KvaFEZPEj", "outputId": "603db5e2-fb28-4e82-c26d-a3fb2df3234d" }, "outputs": [], "source": [ "def suffixe(arbre) :\n", " ..." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "print(suffixe(arbre))" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "18Lm1qQBZYhi", "outputId": "eddad2a8-586b-4b2e-afdc-9da8c3d748a6" }, "outputs": [], "source": [ "def infixe(arbre) :\n", " ..." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "print(infixe(arbre))" ] }, { "cell_type": "markdown", "metadata": { "id": "NXjXpYg0NasL" }, "source": [ " 💻 **A vous de jouer 5**\n", "\n", "Ecrire une fonction récursive `getFeuilles(arbre)` qui renvoie la liste des culs de sac du labyrinthe (la sortie est comptée comme un cul de sac) " ] }, { "cell_type": "code", "execution_count": null, "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 1000 }, "id": "6vfOBgngpwzP", "outputId": "d988f17e-57b0-4165-a78f-a8d79265d4d6" }, "outputs": [], "source": [ "def getFeuilles(arbre):\n", " ...\n", "\n", "feuilles = getFeuilles( arbre)\n", "print(feuilles)\n", "# vérifiez si les feuilles sont vertes :\n", "arbre.show(verts = feuilles)\n" ] }, { "cell_type": "markdown", "metadata": { "id": "UrHwTvOZVX5-" }, "source": [ "\n", "
\n", "\n", "---\n", "\n", "**Auteurs** Jean-Louis Thirot - Lycée Bertrand d'Argentré - Vitré (35) et Mireille Coilhac (Melun)\n", "\n", "Publié sous licence CC BY-NC-SA\n", "\n", "\n", "---\n", "\"Creative
This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License. " ] } ], "metadata": { "colab": { "collapsed_sections": [], "provenance": [] }, "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": "3.7.6" } }, "nbformat": 4, "nbformat_minor": 2 }