• 二叉树


    实现二叉树的基本操作:建立、遍历、计算深度、结点数、叶子数等。


    输入C,先序创建二叉树,#表示空节点;


    输入H:计算二叉树的高度;


    输入L:计算二叉树的叶子个数;


    输入N:计算二叉树节点总个数;


    输入1:先序遍历二叉树;


    输入2:中序遍历二叉树;


    输入3:后续遍历二叉树;


    输入F:查找值=x的节点的个数;


    输入P:以缩格文本形式输出所有节点。

    #include <iostream>
    using namespace std;
    struct TreeNode{
        char data;
        TreeNode *leftChild,*rightChild;
        TreeNode(){
            leftChild=NULL;
            rightChild=NULL;
        }
        TreeNode(char x,TreeNode *l=NULL,TreeNode *r=NULL){
            data=x;leftChild=l;rightChild=r;
        }
    
    };
    class Tree{
    private:
        TreeNode *root;
        char endTag;
        void createTree(TreeNode *&subTree);
        void preOrder(TreeNode *subTree);
        void inOrder(TreeNode *subTree);
        void postOrder(TreeNode *subTree);
        int height(TreeNode *subTree);
        int leaf(TreeNode *subTree,int &cnt);
        int node(TreeNode *subTree);
        int Find(TreeNode *subTree,int &cnt);
        void show(TreeNode *subTree,int cnt);
    public:
        Tree():root(NULL){}
        Tree(char c):endTag(c),root(NULL){}
        void createTree(){
            createTree(root);
        }
        void preOrder(){
            preOrder(root);
        }
        void inOrder(){
            inOrder(root);
        }
        void postOrder(){
            postOrder(root);
        }
        int height(){
            return height(root);
        }
        int leaf(int &cnt){
            return leaf(root,cnt);
        }
        int node(){
            return node(root);
        }
        int Find(int &cnt){
            return Find(root,cnt);
        }
        void show(int cnt){
            show(root,cnt);
        }
    };
    void Tree::createTree(TreeNode *&subTree){
        char c;
        cin>>c;
        if(c!=endTag){
            subTree=new TreeNode(c);
            createTree(subTree->leftChild);
            createTree(subTree->rightChild);
        }
    }
    void Tree::preOrder(TreeNode *subTree){
        if(subTree!=NULL){
            cout<<subTree->data<<" ";
            preOrder(subTree->leftChild);
            preOrder(subTree->rightChild);
        }
    }
    void Tree::inOrder(TreeNode *subTree){
        if(subTree!=NULL){
            inOrder(subTree->leftChild);
            cout<<subTree->data<<" ";
            inOrder(subTree->rightChild);
        }
    }
    void Tree::postOrder(TreeNode *subTree){
        if(subTree!=NULL){
            postOrder(subTree->leftChild);
            postOrder(subTree->rightChild);
            cout<<subTree->data<<" ";
        }
    }
    int Tree::height(TreeNode *subTree){
        if(subTree!=NULL){
            return 1+(height(subTree->leftChild)>height(subTree->rightChild)?height(subTree->leftChild):height(subTree->rightChild));
        }
        else return 0;
    }
    int Tree::leaf(TreeNode *subTree,int &cnt){
        if(subTree!=NULL){
            if(subTree->leftChild==NULL&&subTree->rightChild==NULL){
                cnt++;
            }
            leaf(subTree->leftChild,cnt);
            leaf(subTree->rightChild,cnt);
        }
        return cnt;
    }
    int Tree::node(TreeNode *subTree){
        if(subTree!=NULL){
            return 1+node(subTree->leftChild)+node(subTree->rightChild);
        }
        else return 0;
    }
    int Tree::Find(TreeNode *subTree,int &cnt){
        if(subTree!=NULL){
            if(subTree->data=='A'){
                cnt++;
            }
            Find(subTree->leftChild,cnt);
            Find(subTree->rightChild,cnt);
        }
        return cnt;
    }
    void Tree::show(TreeNode *subTree,int cnt){
        if(subTree!=NULL){
            for(int i=0;i<cnt;i++){
                cout<<"  ";
            }
            cout<<subTree->data<<endl;
            show(subTree->leftChild,cnt+1);
            show(subTree->rightChild,cnt+1);
        }
    }
    int main()
    {
        Tree t('#');int cnt=0,cn=0;
        t.createTree();
        t.preOrder();
        cout<<endl;
        t.inOrder();
        cout<<endl;
        t.postOrder();
        cout<<endl;
        cout<<t.height()<<endl;
        cout<<t.node()<<endl;
        cout<<t.leaf(cnt)<<endl;
        cout<<t.Find(cn)<<endl;
        t.show(0);
        return 0;
    }
    

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  • 原文地址:https://www.cnblogs.com/wangjianupc/p/10587212.html
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