X-Git-Url: https://git.piment-noir.org/?p=TP_POO.git;a=blobdiff_plain;f=Arbres%2FArbreBinaire.java;h=fc19203a7e4b9025a49e3628be08079abc12629e;hp=ca569c287d1f2d2423a7a342d0ecb7ba335ca073;hb=a8276a31e5cfa00657738bb5803438fa82752d15;hpb=a323eab8ab416119b207b482af226382182ac63f diff --git a/Arbres/ArbreBinaire.java b/Arbres/ArbreBinaire.java index ca569c2..fc19203 100644 --- a/Arbres/ArbreBinaire.java +++ b/Arbres/ArbreBinaire.java @@ -1,7 +1,7 @@ /** * Binary tree class. - * A binary tree is a ordered value tree with only two childs by node + * A binary tree is a ordered value tree with only two childs per node */ public class ArbreBinaire { @@ -69,14 +69,12 @@ public class ArbreBinaire { private IntNode inserer_rec(IntNode currentNode, int value) { if (currentNode == null) { return new IntNode(value); - } else if (value < currentNode.getData()) { + } + if (value < currentNode.getData()) { currentNode.setLeftNode(inserer_rec(currentNode.getLeftNode(), value)); } else if (value > currentNode.getData()) { currentNode.setRightNode(inserer_rec(currentNode.getRightNode(), value)); - } else { - /* equality */ - return currentNode; - } + } /* skip the equality case */ return currentNode; } @@ -87,7 +85,8 @@ public class ArbreBinaire { private IntNode supprimer_rec(IntNode currentNode, int value) { if (currentNode == null) { return null; - } else if (value == currentNode.getData()) { + } + if (value == currentNode.getData()) { if (currentNode.getLeftNode() == null && currentNode.getRightNode() == null) { return null; } else if (currentNode.getRightNode() == null) { @@ -95,6 +94,12 @@ public class ArbreBinaire { } else if (currentNode.getLeftNode() == null) { return currentNode.getRightNode(); } else { + /* + * First, we need to find the node that will replace the deleted node. + * We’ll use the smallest node of the node to be deleted’s right sub-tree. + * Then, we assign the smallest value to the node to delete and after that, + * we’ll delete it from the right subtree. + */ int smallestValue = findSmallestData(currentNode.getRightNode()); currentNode.setData(smallestValue); currentNode.setRightNode(supprimer_rec(currentNode.getRightNode(), smallestValue)); @@ -123,33 +128,75 @@ public class ArbreBinaire { } public boolean hasData(int value) { - return hasDataRec(rootNote, value); + return hasDataRec(rootNode, value); } private int findSmallestData(IntNode node) { return node.getLeftNode() == null ? node.getData() : findSmallestData(node.getLeftNode()); } - public afficher_rec(IntNode currentNode) { - if (currentNode.getLeftNode() != null) { + private void afficher_rec(IntNode currentNode) { + if (currentNode != null) { afficher_rec(currentNode.getLeftNode()); - } else if (currentNode.getRightNode() != null) { + System.out.print(currentNode.getData() + " "); afficher_rec(currentNode.getRightNode()); } - System.out.println("Valeur dans le noeud : "); + } + + public void afficher() { + afficher_rec(rootNode); + System.out.println(); + } + + private void afficher_arbre_rec(IntNode currentNode, int column) { + if (currentNode != null) { + afficher_arbre_rec(currentNode.getRightNode(), column + 1); + for (int i = 0; i < column; i++) { + System.out.print(" "); + } + System.out.println(currentNode.getData()); + afficher_arbre_rec(currentNode.getLeftNode(), column + 1); + } + } + + public void afficher_arbre() { + afficher_arbre_rec(rootNode, 1); } public static void main(String[] args) { - ArbreBinaire Btree = new ArbreBinaire(); + ArbreBinaire bTree = new ArbreBinaire(); + + bTree.inserer(2); + bTree.inserer(6); + bTree.inserer(4); + bTree.inserer(5); + bTree.inserer(1); + bTree.inserer(0); + + bTree.afficher(); + bTree.afficher_arbre(); + + bTree.supprimer(4); + + bTree.afficher(); + bTree.afficher_arbre(); + + bTree.supprimer(6); - Btree.inserer(5); - Btree.inserer(2); - Btree.inserer(7); - Btree.inserer(1); + bTree.afficher(); + bTree.afficher_arbre(); - String Btreeout = Btree.toString(); - System.out.println(Btreeout); + bTree.inserer(2); + bTree.inserer(7); + bTree.inserer(3); + bTree.inserer(9); + bTree.inserer(11); + bTree.inserer(10); + bTree.inserer(8); + bTree.inserer(4); + bTree.afficher(); + bTree.afficher_arbre(); } }