AVL tree-with insertion,deletion - Data Structures Source Code in C++

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Home » C++ Home » Data Structures Home » AVL tree-with insertion,deletion

A D V E R T I S E M E N T

Title	AVL tree-with insertion,deletion
Author	Rajeswari Natarajan
Author Email	raji [at] svce.ac.in
Description	AVL tree with insertion,deletion and balancing height
Category	C++ » Data Structures
Hits	401458
Code	Select and Copy the Code
/* Adelson Velseky Landis Tree / # include <iostream.h> # include <stdlib.h> # include <conio.h> struct node { int element; node left; node right; int height; }; typedef struct node nodeptr; class bstree { public: void insert(int,nodeptr &); void del(int, nodeptr &); int deletemin(nodeptr &); void find(int,nodeptr &); nodeptr findmin(nodeptr); nodeptr findmax(nodeptr); void copy(nodeptr &,nodeptr &); void makeempty(nodeptr &); nodeptr nodecopy(nodeptr &); void preorder(nodeptr); void inorder(nodeptr); void postorder(nodeptr); int bsheight(nodeptr); nodeptr srl(nodeptr &); nodeptr drl(nodeptr &); nodeptr srr(nodeptr &); nodeptr drr(nodeptr &); int max(int,int); int nonodes(nodeptr); }; // Inserting a node void bstree::insert(int x,nodeptr &p) { if (p == NULL) { p = new node; p->element = x; p->left=NULL; p->right = NULL; p->height=0; if (p==NULL) cout<<"Out of Space"; } else { if (x<p->element) { insert(x,p->left); if ((bsheight(p->left) - bsheight(p->right))==2) { if (x < p->left->element) p=srl(p); else p = drl(p); } } else if (x>p->element) { insert(x,p->right); if ((bsheight(p->right) - bsheight(p->left))==2) { if (x > p->right->element) p=srr(p); else p = drr(p); } } else cout<<"Element Exists"; } int m,n,d; m=bsheight(p->left); n=bsheight(p->right); d=max(m,n); p->height = d + 1; } // Finding the Smallest nodeptr bstree::findmin(nodeptr p) { if (p==NULL) { cout<<" Empty Tree "; return p; } else { while(p->left !=NULL) p=p->left; return p; } } // Finding the Largest nodeptr bstree::findmax(nodeptr p) { if (p==NULL) { cout<<" Empty Tree "; return p; } else { while(p->right !=NULL) p=p->right; return p; } } // Finding an element void bstree::find(int x,nodeptr &p) { if (p==NULL) cout<<" Element not found "; else if (x < p->element) find(x,p->left); else if (x>p->element) find(x,p->right); else cout<<" Element found ! "; } // Copy a tree void bstree::copy(nodeptr &p,nodeptr &p1) { makeempty(p1); p1 = nodecopy(p); } // Make a tree empty void bstree::makeempty(nodeptr &p) { nodeptr d; if (p != NULL) { makeempty(p->left); makeempty(p->right); d=p; free(d); p=NULL; } } // Copy the nodes nodeptr bstree::nodecopy(nodeptr &p) { nodeptr temp; if (p==NULL) return p; else { temp = new node; temp->element = p->element; temp->left = nodecopy(p->left); temp->right = nodecopy(p->right); return temp; } } // Deleting a node void bstree::del(int x,nodeptr &p) { nodeptr d; if (p==NULL) cout<<"Element not found "; else if ( x < p->element) del(x,p->left); else if (x > p->element) del(x,p->right); else if ((p->left == NULL) && (p->right == NULL)) { d=p; free(d); p=NULL; cout<<" Element deleted ! "; } else if (p->left == NULL) { d=p; free(d); p=p->right; cout<<" Element deleted ! "; } else if (p->right == NULL) { d=p; p=p->left; free(d); cout<<" Element deleted ! "; } else p->element = deletemin(p->right); } int bstree::deletemin(nodeptr &p) { int c; cout<<"inside deltemin "; if (p->left == NULL) { c=p->element; p=p->right; return c; } else { c=deletemin(p->left); return c; } } void bstree::preorder(nodeptr p) { if (p!=NULL) { cout<<p->element<<"-->"; preorder(p->left); preorder(p->right); } } // Inorder Printing void bstree::inorder(nodeptr p) { if (p!=NULL) { inorder(p->left); cout<<p->element<<"-->"; inorder(p->right); } } // PostOrder Printing void bstree::postorder(nodeptr p) { if (p!=NULL) { postorder(p->left); postorder(p->right); cout<<p->element<<"-->"; } } int bstree::max(int value1, int value2) { return ((value1 > value2) ? value1 : value2); } int bstree::bsheight(nodeptr p) { int t; if (p == NULL) return -1; else { t = p->height; return t; } } nodeptr bstree:: srl(nodeptr &p1) { nodeptr p2; p2 = p1->left; p1->left = p2->right; p2->right = p1; p1->height = max(bsheight(p1->left),bsheight(p1->right)) + 1; p2->height = max(bsheight(p2->left),p1->height) + 1; return p2; } nodeptr bstree:: srr(nodeptr &p1) { nodeptr p2; p2 = p1->right; p1->right = p2->left; p2->left = p1; p1->height = max(bsheight(p1->left),bsheight(p1->right)) + 1; p2->height = max(p1->height,bsheight(p2->right)) + 1; return p2; } nodeptr bstree:: drl(nodeptr &p1) { p1->left=srr(p1->left); return srl(p1); } nodeptr bstree::drr(nodeptr &p1) { p1->right = srl(p1->right); return srr(p1); } int bstree::nonodes(nodeptr p) { int count=0; if (p!=NULL) { nonodes(p->left); nonodes(p->right); count++; } return count; } int main() { clrscr(); nodeptr root,root1,min,max;//,flag; int a,choice,findele,delele,leftele,rightele,flag; char ch='y'; bstree bst; //system("clear"); root = NULL; root1=NULL; cout<<" AVL Tree "; cout<<" ======== "; do { cout<<" 1.Insertion 2.FindMin "; cout<<"3.FindMax 4.Find 5.Copy "; cout<<"6.Delete 7.Preorder 8.Inorder "; cout<<" 9.Postorder 10.height "; cout<<" Enter the choice: "; cin>>choice; switch(choice) { case 1: cout<<" New node's value ? "; cin>>a; bst.insert(a,root); break; case 2: if (root !=NULL) { min=bst.findmin(root); cout<<" Min element : "<<min->element; } break; case 3: if (root !=NULL) { max=bst.findmax(root); cout<<" Max element : "<<max->element; } break; case 4: cout<<" Search node : "; cin>>findele; if (root != NULL) bst.find(findele,root); break; case 5: bst.copy(root,root1); bst.inorder(root1); break; case 6: cout<<"Delete Node ? "; cin>>delele; bst.del(delele,root); bst.inorder(root); break; case 7: cout<<" Preorder Printing... : "; bst.preorder(root); break; case 8: cout<<" Inorder Printing.... : "; bst.inorder(root); break; case 9: cout<<" Postorder Printing... : "; bst.postorder(root); break; case 10: cout<<" Height and Depth is "; cout<<bst.bsheight(root); cout<<"No. of nodes:- "<<bst.nonodes(root); break; } cout<<" Do u want to continue (y/n) ? "; cin>>ch; }while(ch=='y'); return 0; }

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