二叉树遍历

这里写的是最简单的二叉树遍历,最简单的定义,为的是清晰,一目了然。

首先:Tree.java--》

package 二叉树遍历;
@SuppressWarnings("all")
public class Tree {
    //定义根值
    private String value;
    private Tree left;
    private Tree right;
    /** 
     * 功能:定义一个二叉树,然后进行3种方式的遍历. 
     * 构造的二叉树: 
     *               1   
     *             /    
     *            2     3 
     *           /    /  
     *          4   5  6  7 
     *         /  
     *        8   9  
     *  先序遍历:DLR 
     *  1 2 4 8 9 5 3 6 7 
     *  中序遍历:LDR 
     *  8 4 9 2 5 1 6 3 7 
     *  后序遍历:LRD 
     *  8 9 4 5 2 6 7 3 1   
     */  
    public Tree createTree() {
        //定义最上层根节点
        this.value="1";
        
        //定义最上层根节点-->左子树
        this.left=new Tree();
        Tree left1=this.left;
            //深度2
            left1.value="2";
            left1.left=new Tree();
            left1.right=new Tree();
//深度3 Tree left1_left2=left1.left; Tree left1_right2=left1.right; left1_left2.value="4"; left1_right2.value="5"; left1_left2.left=new Tree(); left1_left2.right=new Tree(); //深度4 Tree left2_left3=left1_left2.left; Tree left2_right3=left1_left2.right; left2_left3.value="8"; left2_right3.value="9"; //定义最上层根节点-->右子树 this.right=new Tree(); Tree right1=this.right;
//深度2 right1.value="3"; right1.left=new Tree(); right1.right=new Tree(); //深度3 Tree right1_left1=right1.left; Tree right1_right1=right1.right; right1_left1.value="6"; right1_right1.value="7"; return this; } //前序遍历 public void beforeFindData(Tree tree) { if(tree!=null) { System.out.print(tree.value+" "); beforeFindData(tree.left); beforeFindData(tree.right); }else { return; } } //中序遍历 public void contreFindData(Tree tree) { if(tree!=null) { contreFindData(tree.left); System.out.print(tree.value+" "); contreFindData(tree.right); }else { return; } } //后序遍历 public void afterFindData(Tree tree) { if(tree!=null) { afterFindData(tree.left); afterFindData(tree.right); System.out.print(tree.value+" "); }else { return; } } }

测试用例:TreeTest.java-->

package 二叉树遍历;

public class TreeTest {
     public static void main(String args[]) {
         Tree t=new Tree().createTree();
         System.out.print("前序遍历:-->");
         t.beforeFindData(t);
         System.out.println("");
         System.out.print("中序遍历:-->");
         t.contreFindData(t);
         System.out.println("");
         System.out.print("后序遍历:-->");
         t.afterFindData(t);
         System.out.println("");
     }
}

结果:

原文地址:https://www.cnblogs.com/hzb462606/p/9193274.html