标签:style blog color div sp log c amp ef
思路:AVL树是高度平衡的二叉搜索树,这里为了清晰说明,分别判断是否为搜索树,是否为平衡树。
struct TreeNode { struct TreeNode *left; struct TreeNode *right; int key; }; //这里先判断是否为二叉搜索树,其次判断是否为平衡的 bool IsAVL(TreeNode *root,int depth) { if (isBST(root)&&isBalance(root,&depth)) return true; return false; } //判断是否为二叉搜索树 bool isBST(TreeNode *root) { if(root == NULL)return true; if (!isBST(root->left))return false; if (!isBST(root->right))return false; TreeNode *cur = root->left; if (cur != NULL) { while(cur->right!=NULL)cur = cur->right; if(root->key < cur->key)return false; } TreeNode *cur = root->right; if (cur != NULL) { while(cur->left!=NULL)cur = cur->left; if(root->key > cur->key)return false; } return true; } //判断是否平衡 bool isBalance(TreeNode *root,int *depth) { if (root == NULL) { *depth = 0; return true; } int depthl,depthr; if(!isBalance(root->left,&depthl))return false; if(!isBalance(root->right,&depthr))return false; int diff = depthl - depthr; if(diff > 1 || diff < -1)return false; *depth = 1+(depthl>depthr?depthl:depthr); return true; }
标签:style blog color div sp log c amp ef
原文地址:http://www.cnblogs.com/newpanderking/p/3969557.html