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@@ -177,21 +177,79 @@ def ajouter(tas, element):
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break
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# nlog(n)
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class Tas_Max(object):
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@staticmethod
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def parent(i):
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return (i-1)//2
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@staticmethod
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return (i - 1) // 2
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@staticmethod
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def enfant_gauche(i):
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return 2*i+1
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return 2 * i + 1
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@staticmethod
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def enfant_droite(i):
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return 2*i+2
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# exercice 6:1. Proposer une méthode d’extraction de la racine.
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def extract_racine(tas):
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racine = tas.pop()
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return 2 * i + 2
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def __init__(self) -> None:
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self.elements = list()
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self.taille = 0
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def existe_enfant_gauche(self, i):
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return 2 * i + 1 < self.taille
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def existe_enfant_droit(self, i):
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return 2 * i + 2 < self.taille
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def tamiser(self, racine):
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while racine > 0 and self.elements[racine] > self.elements[parent(raicne)]:
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self.elements[racine], self.element[parent(racine)] = (
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self.elements[parent(racine)],
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self.elements[racine],
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)
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def ratisser(self, racine):
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courant = racine
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if (
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self.existe_enfant_gauche(racine)
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and self.elements[enfant_gauche(racine)] > self.element[racine]
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):
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courant = enfant_gauche(racine)
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if (
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self.existe_enfant_droit(racine)
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and self.elements[enfant_droit(racine)] > self.elements[courant]
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):
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courant = enfant_droit(racine)
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if courant != racine:
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self.elements[racine], self.elements[courant] = (
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self.elements[courant],
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self.elements[racine],
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)
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def ajouter(self, element):
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self.elements.append(element)
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self.taille += 1
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self.tamiser(self.taille)
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def extraire_racine(self):
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if self.taille == 0:
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return None
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racine = self.elements[0]
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if self.taille > 0:
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self.elements[0] = self.elements.pop()
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self.ratisser(0)
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else:
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self.elements.pop()
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return racine
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def liste_vers_tas_max(liste):
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tas = Tas_Max()
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for i in liste:
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tas.ajouter(i)
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return tas
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if __name__ == "__main__":
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l1 = [1, 2, 3, 8, 7, 6, 5, 4]
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tas = liste_vers_tas_max(l1)
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