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"## Séance 6 (2/2) — Algorithme de Dijkstra : intuition et pseudo-code\n",
"VERSION ELEVE\n",
"\n",
"> Pour aller plus loin : la preuve formelle de terminaison/correction et l'analyse de complexité (anciennement dans cette activité) sont désormais dans une **annexe optionnelle** (`Annexe_Dijkstra_Preuve_Complexite.ipynb`). L'implémentation en Python se fait en Séance 7 (`Seance_7_Dijkstra_Implementation.ipynb`)."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### Conditions de réalisation :\n",
"- Un ordinateur par élève équipé pour lire une video avec casque ou oreillette, et Jupyter Notebook.\n",
"- Seul le travail à faire \"Taf1\" sera réalisé en binôme. Les autres travaux le seront en individuel.\n",
"- Une version papier de ce notebook pour les travaux à faire \"en débranché\".\n",
"- A partir du Taf6, le travail est à faire directement sur ce notebook."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## 1- Présentation\n",
" Lors des cours et activités précédentes, vous avez étudié le fonctionnement, l'usage et les limites de plusieurs algorithmes constituant une base de travail pour résoudre des problèmes de tri et de recherche.\n",
" Certains problèmes consistent à chercher entre deux points donnés le parcours qui a une \"longueur\" (durée, coût, distance) minimum.\n",
" Ces problèmes se ramènent à la recherche d'une chaîne ou d'un chemin de plus faible pondération entre deux sommets d'un graphe pondéré (les pondérations des arêtes étant toutes positives). On parlera de plus courte distance (ou de plus court chemin) en interprétant les pondérations comme des distances entre les sommets. \n",
" Classifions maintenant ces problème. On peut en distinguer trois types :\n",
" 1- plus court chemin entre deux sommets donnés;\n",
" 2- plus courts chemins dorigine fixée mais vers nimporte quelle extrémité ;\n",
" 3- plus courts chemins de nimporte quelle origine vers nimporte quelle extrémité.\n",
" Pour la 1ère catégorie, si le nombre de chemins possibles entre le point de départ et le point d'arrivée est faible, il suffira de calculer la longueur cumulée de chacun des chemins et de les comparer. \n",
" Remarque: une telle méthode, exhaustive, devient rapidement couteuse en temps si le nombre de chemins possibles est grand, surtout pour les 2ème et 3ème catégorie."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Trouver les chemins issus dun sommet : lalgorithme de Dijkstra\n",
" Parmi les nombreux algorithmes traitant de \"chemin de valeur additive minimale\", celui de Dijkstra repose sur le principe d« exploration à partir du meilleur », cest à dire du meilleur prédécesseur visité."
]
},
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"#### Description sommaire de l'algorithme de Dijkstra:\n",
"•- Initialisation:\n",
" * Associer à chaque sommet du graphe une distance infinie par rapport au sommet de départ, \n",
" sauf pour le sommet de départ qui prend la valeur 0.\n",
" •- Répèter de façon itérative les opérations suivantes jusqu'au dernier sommet du graphe à explorer :\n",
" * Sélectionner à chaque itération le sommet du graphe qui a la distance la plus petite, \n",
" remarque: démarrer avec le sommet de départ.\n",
" * Pour chacun des voisins de ce sommet:\n",
" * Calculer la distance cumulée qui le sépare du départ en passant par ce sommet sélectionné.\n",
" * Si cette distance est plus petite qu'une valeur précédente mémorisée:\n",
" garder cette dernière distance cumulée en mémoire ainsi que le sommet voisin sélectionné. \n",
" •- Résultat:\n",
" * En refaisant le meilleur parcours mémorisé à l'envers à partir d'un sommet autre que celui de départ,on obtient le trajet entre ces deux sommets.\n",
" * Associée au trajet , on obtient la dernière plus courte distance cumulée du plus court chemin qui sépare le dernier sommet exploré du sommet de départ. \n"
]
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"
}
},
"cell_type": "markdown",
"metadata": {},
"source": [
"### Travail à faire 1 (en binôme), Tableau des plus courts chemins\n",
"1- En exploitant la description sommaire de l'algorithme de Dijkstra ci-dessus et de la vidéo https://www.youtube.com/watch?v=rI-Rc7eF4iw, essayez de retrouver votre résultat intuitif du chemin le plus court entre les sommets A et G de la 1ère partie de cette évaluation et que que vous aviez confirmé avec la méthode \"naïve\", dite aussi \"de force brute\". Pour cela, vous pourrez compléter un tableau adapté à notre problème (un modèle, 1ère ligne complétée vous est proposé ci-dessous).\n",
" 2- Existe t'il une variable contenant la distance cumulée de ce plus court chemin? Justifier. \n",
" ![tableau_Dijkstra_exercice_incomplet.png](attachment:tableau_Dijkstra_exercice_incomplet.png)"
]
},
{
"attachments": {
"Algo_Dijkstra_f_principale.png": {
"image/png": 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"
}
},
"cell_type": "markdown",
"metadata": {},
"source": [
"## 2- Algorithme de Dijkstra en pseudo-code\n",
" ### Travail à faire 2, algorithme et variables\n",
" Ci-dessous, vous est proposé une écriture possible de l'algorithme de Dijkstra:\n",
"![Algo_Dijkstra_f_principale.png](attachment:Algo_Dijkstra_f_principale.png)\n",
" 1- Dans cet algorithme, identifier la variable qui donnera le plus court chemin entre le sommet de départ et le dernier sommet visité du graphe lorsque le traitement sera terminé.\n",
" 2- Dans cet algorithme, existe t'il une variable contenant la distance de ce plus court chemin? Justifier.\n",
" 3- Catégorisation de l'algorithme de Dijkstra: répondre au QCM1 ci-dessous."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"$QCM1:$ Dans l'écriture de l'algorithme de Dijkstra proposée ci-dessus, on peut remarquer que:\n",
" $Rep1:$ La recherche, à chaque itération, du plus proche sommet voisin signifie que cet algorithme fait partie de la famille des 'algorithmes des k plus proches voisins'.\n",
" $Rep2:$ La recherche dune solution optimale à un moment donné sans retour en arrière, indique qu'il s'agit d'une forme d'algorithme 'glouton'.\n",
" $Rep3:$ Le fait qu'à chaque itération, l'algorithme sélectionne 'le sommet non encore traité dont la distance à l'origine est minimale', c'est à dire le meilleur, est un élément clé pour montrer qu'il s'agit d'un algorithme glouton. \n",
" $Rep4:$ La résolution des problèmes du \"rendu de monnaie\" et du \"plus court chemin\" peuvent être envisagées par des approches dites 'gloutonnes' "
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