• C#二叉树的遍历


    C#二叉树的遍历

    代码
    using System;
    using System.Collections.Generic;
    using System.Text;

    namespace structure
    {
    class Program
    {
    二叉树结点数据结构的定义
    #region 二叉树结点数据结构的定义
    //二叉树结点数据结构包括数据域,左右结点以及父结点成员;
    class nodes<T>
    {
    T data;
    nodes
    <T> Lnode, Rnode, Pnode;
    public T Data
    {
    set { data = value; }
    get { return data; }

    }
    public nodes<T> LNode
    {
    set { Lnode = value; }
    get { return Lnode; }
    }
    public nodes<T> RNode
    {
    set { Rnode = value; }
    get { return Rnode; }

    }

    public nodes<T> PNode
    {
    set { Pnode = value; }
    get { return Pnode; }

    }
    public nodes()
    { }
    public nodes(T data)
    {
    this.data = data;
    }

    }
    #endregion

    先序编历二叉树
    #region 先序编历二叉树
    static void PreOrder<T>(nodes<T> rootNode)
    {
    if (rootNode != null)
    {
    Console.WriteLine(rootNode.Data);
    PreOrder
    <T>(rootNode.LNode);
    PreOrder
    <T>(rootNode.RNode);

    }
    }

    #endregion

    构造一棵已知的二叉树
    #region 构造一棵已知的二叉树

    static nodes<string> BinTree()
    {
    nodes
    <string>[] binTree = new nodes<string>[8];
    //创建结点
    binTree[0] = new nodes<string>("A");
    binTree[
    1] = new nodes<string>("B");
    binTree[
    2] = new nodes<string>("C");
    binTree[
    3] = new nodes<string>("D");
    binTree[
    4] = new nodes<string>("E");
    binTree[
    5] = new nodes<string>("F");
    binTree[
    6] = new nodes<string>("G");
    binTree[
    7] = new nodes<string>("H");
    //使用层次遍历二叉树的思想,构造一个已知的二叉树

    binTree[
    0].LNode = binTree[1];
    binTree[
    0].RNode = binTree[2];
    binTree[
    1].RNode = binTree[3];
    binTree[
    2].LNode = binTree[4];
    binTree[
    2].RNode = binTree[5];
    binTree[
    3].LNode = binTree[6];
    binTree[
    3].RNode = binTree[7];
    //返回二叉树的根结点
    return binTree[0];



    }
    #endregion

    #region 中序遍历二叉树
    static void MidOrder<T>(nodes<T> rootNode)
    {
    if (rootNode != null)
    {
    MidOrder
    <T>(rootNode.LNode);
    Console.WriteLine(rootNode.Data);
    MidOrder
    <T>(rootNode.RNode);
    }
    }
    #endregion
    #region 后序遍历二叉树
    static void AfterOrder<T>(nodes<T> rootNode)
    {
    if (rootNode != null)
    {
    AfterOrder
    <T>(rootNode.LNode);
    AfterOrder
    <T>(rootNode.RNode);
    Console.WriteLine(rootNode.Data);
    }

    }
    #endregion

    #region 层次遍历二叉树
    static void LayerOrder<T>(nodes<T> rootNode)
    {
    nodes
    <T>[] Nodes = new nodes<T>[20];
    int front = -1;
    int rear = -1;
    if (rootNode != null)
    {
    rear
    ++;
    Nodes[rear]
    = rootNode;

    }

    while (front != rear)
    {
    front
    ++;
    rootNode
    = Nodes[front];
    Console.WriteLine(rootNode.Data);
    if (rootNode.LNode != null)
    {
    rear
    ++;
    Nodes[rear]
    = rootNode.LNode;
    }
    if (rootNode.RNode != null)
    {
    rear
    ++;
    Nodes[rear]
    = rootNode.RNode;
    }
    }
    }

    #endregion

    #region 测试的主方法
    static void Main(string[] args)
    {
    nodes
    <string> rootNode = BinTree();

    Console.WriteLine(
    "先序遍历方法遍历二叉树:");
    PreOrder
    <string>(rootNode);

    Console.WriteLine(
    "中序遍历方法遍历二叉树:");
    MidOrder
    <string>(rootNode);

    Console.WriteLine(
    "后序遍历方法遍历二叉树:");
    AfterOrder
    <string>(rootNode);


    Console.WriteLine(
    "层次遍历方法遍历二叉树:");
    LayerOrder
    <string>(rootNode);


    Console.Read();

    }
    #endregion
    }
    }
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  • 原文地址:https://www.cnblogs.com/shineqiujuan/p/1695004.html
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