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  • BST 增删查操作 递归/非递归实现

    约定:

            多次插入同一个key的节点,其value值取最后一次插入的值。

    递归实现: 

     1 #include <bits/stdc++.h>
    2 using namespace std; 3 4 class BST { 5 private: 6 struct BSTNode { 7 int key, value; 8 BSTNode * left, *right; 9 10 BSTNode (int _key, int _value, BSTNode * _left = nullptr, BSTNode * _right = nullptr) : 11 left(_left), right(_right) { 12 key = _key; 13 value = _value; 14 } 15 }; 16 17 BSTNode * search(int key, BSTNode * root) { 18 if (root==NULL) return NULL; 19 if (root->key==key) return root; 20 else if (root->key > key) return search(root->left, key); 21 else return search(root->right, key); 22 } 23 24 BSTNode * insert(BSTNode * root, int key, int value) { 25 if (root== NULL) 26 return new BSTNode (key, value); 27 28 if (root->key == key) 29 root->value = value; 30 else if (root->key < key) 31 root->right = insert(root->right, key, value); 32 else 33 root->left = insert(root->left, key, value); 34 35 return root; 36 } 37 38 BSTNode * removeAt(int key, BSTNode * root) { 39 if (root == nullptr) 40 return nullptr; 41 42 if (key < root->key) 43 root->left = removeAt(key, root->left); 44 else if (root->key < key) 45 root->right = removeAt(key, root->right); 46 else { 47 BSTNode * tmp; 48 if (root->left && root->right) { 49 tmp = findMax(root->left); 50 root->key = tmp->key; 51 root->value = tmp->value; 52 root->left = removeAt(tmp->key, root->left); 53 } 54 else { 55 tmp = root; 56 if (root->left == nullptr) 57 root = root->right; 58 else if (root->right == nullptr) 59 root = root->left; 60 61 delete tmp; 62 } 63 } 64 return root; 65 } 66 67 BSTNode * findMax(BSTNode * root) { 68 if (root != nullptr) { 69 while (root->right != nullptr) 70 root = root->right; 71 } 72 73 return root; 74 } 75 76 public: 77 BSTNode * search(int key) { 78 return search(key, Root); 79 } 80 81 void remove(int key) { 82 Root = removeAt(key, Root);
    84 } 85 86 void insert( int key, int value){ 87 Root = insert(Root, key, value); 88 } 89 };

    非递归实现:

      1 #include <bits/stdc++.h>
      2 using namespace std;
      3 
      4 class BST{
      5 private:
      6     struct BSTNode {
      7         int key, value;
      8         BSTNode * left, *right;
      9 
     10         BSTNode (int _key, int _value, BSTNode * _left = nullptr, BSTNode * _right = nullptr) :
     11             left(_left), right(_right) {
     12             key = _key;
     13             value = _value;
     14         }
     15     };
     16 
     17     BSTNode *Root = nullptr, *ht = nullptr;
     18 
     19     BSTNode * search(int key, BSTNode * root) {
     20         ht = nullptr;
     21         while (root != nullptr) {
     22             if (root->key < key) {
     23                 ht = root;
     24                 root = root->right;
     25             }
     26             else if (key < root->key) {
     27                 ht = root;
     28                 root = root->left;
     29             }
     30             else
     31                 return root;
     32         }
     33 
     34         return nullptr;
     35     }
     36 
     37     void removeAt(int key, BSTNode * root) {
     38         BSTNode * node = search(key);
     39         if (node != nullptr) {
     40             if (node->left == nullptr) {
     41                 if (node == Root)
     42                     Root = node->right;
     43                 else
     44                     (ht->key < node->key ? ht->right : ht->left) = node->right;
     45                 delete node;
     46             }
     47             else if (node->right == nullptr) {
     48                 if (node == Root)
     49                     Root = node->left;
     50                 else
     51                     (ht->key < node->key ? ht->right : ht->left) = node->left;
     52                 delete node;
     53             }
     54             else {
     55                 BSTNode * p = node, *succ;
     56                 succ = findMax(node->left, p);
     57                 node->key = succ->key; node->value = succ->value;
     58                 (p == node ? p->left : p->right) = succ->left;
     59                 delete succ;
     60             }
     61         }
     62     }
     63 
     64     BSTNode * findMax(BSTNode * root, BSTNode * & ht) {
     65         if (root != nullptr) {
     66             while (root->right != nullptr) {
     67                 ht = root;
     68                 root = root->right;
     69             }
     70         }
     71 
     72         return root;
     73     }
     74 
     75 public:
     76     BSTNode * search(int key) {
     77         return search(key, Root);
     78     }
     79 
     80     void insert(int key, int value) {
     81         BSTNode * tmp = search(key);
     82         if (tmp == nullptr) {//关键码不存在
     83             BSTNode * node = new BSTNode (key, value);
     84             if (ht == nullptr) {//根节点
     85                 Root = node;
     86             }
     87             else {
     88                 if (ht->key < key)
     89                     ht->right = node;
     90                 else
     91                     ht->left = node;
     92             }
     93         }
     94         else
     95             tmp->value = value;
     96     }
     97 
     98     void remove(int key){
     99         removeAt(key,Root);
    100     }
    101 };
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  • 原文地址:https://www.cnblogs.com/EasonDongH/p/10113574.html
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