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  • 平衡二叉树(AVL)java实现

    数的节点

     1 package com.ydp.tree.AVLTree;
     2 public class Node{
     3         private int data = 0;
     4         private Node lchild = null;
     5         private Node rchild = null;
     6         private Node parent = null;
     7         
     8         public Node(){};
     9         public Node(int data){
    10             this.data =  data;
    11         }        
    12         public Node(int data,Node parent){
    13             this.data =  data;
    14             this.parent =  parent;
    15         }
    16         
    17         public boolean hasLChild(){
    18             return lchild != null;
    19         }
    20         
    21         public boolean hasRChild(){
    22             return rchild != null;
    23         }
    24         //当前节点树的深度
    25         public int getTreeDepth(){            
    26             return getTreeDepth(this);
    27         }
    28         //指定节点树的深度
    29         protected int getTreeDepth(Node node){
    30             int depth =  0;
    31             if(node != null){
    32                 int ldepth = getTreeDepth(node.getLchild());
    33                 int rdepth = getTreeDepth(node.getRchild());
    34                 depth =1 + (ldepth>rdepth?ldepth:rdepth);
    35             }    
    36             return depth;
    37         }
    38         
    39         public int getData() {
    40             return data;
    41         }
    42         public void setData(int data) {
    43             this.data = data;
    44         }
    45         public Node getLchild() {
    46             return lchild;
    47         }
    48         public void setLchild(Node lchild) {
    49             this.lchild = lchild;
    50         }
    51         public Node getRchild() {
    52             return rchild;
    53         }
    54         public void setRchild(Node rchild) {
    55             this.rchild = rchild;
    56         }
    57         public Node getParent() {
    58             return parent;
    59         }
    60         public void setParent(Node parent) {
    61             this.parent = parent;
    62         }
    63         
    64         public boolean isLChild(){
    65             
    66             return this.parent.hasLChild()?this.parent.getLchild().getData()==this.data:false;
    67         }
    68         
    69         public boolean equals(Node node){
    70             return this.data == node.getData();
    71         }
    72         
    73     }

    平衡二叉树的实现

      1 package com.ydp.tree.AVLTree;
      2 
      3 import java.util.Stack;
      4 
      5 
      6 
      7 
      8 
      9 public class AVLTree {
     10     
     11     Node root = null;
     12  
     13     
     14     public static void main(String[] args) {
     15         AVLTree tree = new AVLTree();    
     16         tree.insert(50);
     17         tree.insert(40);
     18         tree.insert(30);
     19         tree.print();
     20         
     21         tree = new AVLTree();    
     22         tree.insert(50);
     23         tree.insert(40);
     24         tree.insert(60);
     25         tree.insert(30);
     26         tree.insert(45);
     27         tree.insert(20);
     28         tree.print();
     29         
     30         tree = new AVLTree();    
     31         tree.insert(50);
     32         tree.insert(60);
     33         tree.insert(70);
     34         tree.print();
     35         
     36         tree = new AVLTree();    
     37         tree.insert(50);
     38         tree.insert(40);
     39         tree.insert(60);
     40         tree.insert(55);
     41         tree.insert(70);
     42         tree.insert(80);
     43         tree.print();
     44         
     45         tree = new AVLTree();    
     46         tree.insert(50);
     47         tree.insert(40);
     48         tree.insert(45);
     49         tree.print();
     50         
     51         tree = new AVLTree();    
     52         tree.insert(50);
     53         tree.insert(40);
     54         tree.insert(60);
     55         tree.insert(30);
     56         tree.insert(45);
     57         tree.insert(47);
     58         tree.print();
     59         
     60         tree = new AVLTree();    
     61         tree.insert(50);
     62         tree.insert(60);
     63         tree.insert(55);
     64         tree.print();
     65         
     66         tree = new AVLTree();    
     67         tree.insert(50);
     68         tree.insert(40);
     69         tree.insert(55);
     70         tree.insert(53);
     71         tree.insert(60);
     72         tree.insert(70);
     73         tree.print();
     74         
     75         
     76         
     77     }
     78     
     79     public void print(){
     80         System.out.println("树的深度:"+this.getRoot().getTreeDepth());        
     81         this.preOrder();
     82         System.out.println();
     83         this.midOrder();
     84         System.out.println("
    ");
     85     }
     86     
     87     //插入节点数据
     88     public void insert(int data){
     89         if(this.root ==  null){
     90             this.root = new Node(data);
     91         }else{
     92             insert(data,this.root);
     93         }        
     94     }
     95     //递归插入,将数据插入到合适的位置
     96     protected void insert(int data,Node node){
     97         if(data>node.getData()){
     98             if(node.hasRChild()){
     99                 insert(data,node.getRchild());
    100             }else{
    101                 node.setRchild(new Node(data,node));
    102             }
    103             if(getTreeDepth(node.getRchild())-getTreeDepth(node.getLchild())==2){
    104                 if(data>node.getRchild().getData()){
    105                     leftRotate(node);
    106                     
    107                 }else{
    108                     rightLeftRotate(node);
    109                 }
    110             }            
    111             
    112         }else if(data<node.getData()){
    113             if(node.hasLChild()){
    114                 insert(data,node.getLchild());
    115             }else{
    116                 node.setLchild(new Node(data,node));
    117             }    
    118             if(getTreeDepth(node.getLchild())-getTreeDepth(node.getRchild())==2){
    119                 if(data<node.getLchild().getData()){
    120                     rightRotate(node);
    121                 }else{
    122                     leftRightRotate(node);
    123                     
    124                 }
    125             }
    126             
    127         }        
    128     }
    129 
    130     public Node getRoot() {
    131         return root;
    132     }
    133 
    134     public void setRoot(Node root) {
    135         this.root = root;
    136     }
    137     
    138     //顺时针旋转
    139     public void rightRotate(Node node){
    140         System.out.println("顺时针:"+node.getData());        
    141         Node tmp = node.getLchild();        
    142         if(node.getParent() == null){            
    143             this.root=node.getLchild();
    144         }else{            
    145             if(node.isLChild()){
    146                 node.getParent().setLchild(tmp);        
    147             }else{
    148                 node.getParent().setRchild(tmp);
    149             }    
    150         }
    151         tmp.setParent(node.getParent());
    152         node.setLchild(tmp.getRchild());
    153         node.setParent(tmp);
    154         tmp.setRchild(node);    
    155     }
    156     //先顺后逆时针
    157     public void rightLeftRotate(Node node){
    158         System.out.println("先顺后逆时针:"+node.getData());
    159         rightRotate(node.getRchild());
    160         leftRotate(node);
    161     }
    162     
    163     //逆时针
    164     public void leftRotate(Node node){
    165         System.out.println("逆时针:"+node.getData());
    166         
    167         Node tmp = node.getRchild();        
    168         if(node.getParent() == null){            
    169             this.root=node.getRchild();
    170         }else{    
    171             if(node.isLChild()){
    172                 node.getParent().setLchild(tmp);        
    173             }else{
    174                 node.getParent().setRchild(tmp);
    175             }
    176             
    177         }
    178         tmp.setParent(node.getParent());
    179         node.setRchild(tmp.getLchild());
    180         node.setParent(tmp);
    181         tmp.setLchild(node);
    182         
    183     }
    184     
    185     //逆时针
    186     public void leftRightRotate(Node node){
    187         System.out.println("先逆后顺时针:"+node.getData());
    188         leftRotate(node.getLchild());
    189         rightRotate(node);
    190     }
    191     
    192     
    193     
    194      //先序遍历
    195      public void preOrder(){
    196          Stack<Node> stack = new Stack<Node>();
    197          Node node = root;             
    198          while(node != null || !stack.empty()){
    199              while(node != null){
    200                  System.out.print(node.getData()+" ");
    201                  stack.push(node);
    202                  node = node.getLchild();
    203              }             
    204              node = stack.pop();            
    205              node =  node.getRchild();
    206          }    
    207      }
    208      
    209      //中序遍历
    210      public  void midOrder(){
    211          Stack<Node> stack = new Stack<Node>();
    212          Node node = root;                  
    213          while(node != null || !stack.empty()){
    214              while(node != null){
    215                  stack.push(node);
    216                  node = node.getLchild();
    217              }             
    218              node = stack.pop();
    219              System.out.print(node.getData()+" ");
    220              node =  node.getRchild();
    221          }        
    222      }
    223      
    224      protected int getTreeDepth(Node node){
    225             int depth =  0;
    226             if(node != null){
    227                 int ldepth = getTreeDepth(node.getLchild());
    228                 int rdepth = getTreeDepth(node.getRchild());
    229                 depth =1 + (ldepth>rdepth?ldepth:rdepth);
    230             }    
    231             return depth;
    232         }
    233 }
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  • 原文地址:https://www.cnblogs.com/ydpup/p/5784523.html
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