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用两个栈实现一个队列

时间:2016-05-15 19:59:30      阅读:210      评论:0      收藏:0      [点我收藏+]

标签:数据结构   栈 队列

思路:

栈s1和栈s2,s1用来Push数据,s2用来Pop数据

入队:数据直接压入栈s1中

出队:若s2为空,则把s1中除过最后一个压入的元素全部移入s2中,然后弹出s1的栈顶元素

            若s2不为空,直接弹出s2的栈顶元素

#define _CRT_SECURE_NO_WARNINGS 1

#include<iostream>

#include<stack>

#include<assert.h>

using namespace std;


template<typename T>

class Queue

{

public:

                Queue()

                {

                                 //利用库里面的stack的构造函构造s1和s2

                }

                Queue( const Queue & que)

                {

                                s1 = que.s1;

                                s2 = que.s2;

                }

                ~Queue()

                {

                                 //利用stack类来完成s1和s2的释放

                }

                 void Push(const T&t)

                {

                                s1.push( t);

                }

                 void Pop()

                {

                                 assert(s1.size() != 0 || s2.size() != 0);

                                 if (s2.size() == 0)

                                {////把s1中除了栈底元素,其他全部push进s2中

                                                 while (s1.size() != 1)

                                                {

                                                                s2.push(s1.top());  

                                                                s1.pop();      

                                                }

                                                s1.pop();

                                }

                                 else

                                {

                                                s2.pop();

                                }

                }

                 T& Front()  //读取队列的队首元素

                {

                                 assert(s1.size() != 0 || s2.size() != 0);

                                 if (s2.size() != 0)

                                {

                                                 return s2.top();

                                }

                                 else

                                {

                                                 while (s1.size() != 1)

                                                {

                                                                s2.push(s1.top());

                                                                s1.pop();

                                                }

                                                 return s1.top();

                                }              

                }

                 T& Back()  //读取队列的队尾元素

                {

                                 assert(s1.size() != 0 || s2.size() != 0);

                                 if (s1.size() != 0)

                                {

                                                 return s1.top();

                                }

                                 else

                                {

                                                 while (s2.size() != 1)

                                                {

                                                                s1.push(s2.top());

                                                                s2.pop();

                                                }

                                                 return s2.top();

                                }

                } 

                 bool Empty()    //判断空

                {

                                 if (s2.size() == 0 && s2.size() == 0)

                                {

                                                 return true ;

                                }

                                 else

                                {

                                                 return false ;

                                }

                }

                 size_t Size()

                {

                                 return s1.size() + s2.size();

                }

              template<typename T> 

                 friend ostream &operator<<(ostream& _cout, const Queue <T>&que);

private:

                 stack<T > s1;

                 stack<T > s2;

                

};

template<typename T>

ostream& operator<<(ostream &_cout, const Queue <T>& que)

{

                 Queue<T >coutque(que);

                 _cout << "Queue:" ;

                 while (coutque.s2.size() > 0)

                {

                                 _cout << coutque.s2.top() << " ";

                                coutque.s2.pop();

                }

                 while (coutque.s1.size() > 0)

                {

                                coutque.s2.push(coutque.s1.top());

                                coutque.s1.pop();

                }

                 while (coutque.s2.size() > 0)

                {

                                 _cout << coutque.s2.top() << " ";

                                coutque.s2.pop();

                }

                 _cout << " " ;

                 return _cout ;

}

void Test()

{

                 Queue<int > que;

                que.Push(1);

                que.Push(2);

                que.Push(3);

                que.Push(4);

                que.Push(1);

                que.Push(2);

                que.Push(3);

                que.Push(4);

                cout << que << endl;


                 /*que.Pop();

                que.Pop();

                que.Pop();

                cout << que << endl;*/


                 /*int head1=que.Front();

                cout << head1<<endl;

                que.Pop();

                int head2 = que.Front();

                cout << head2<<endl;*/


                 /*int tail1 = que.Back();

                cout << tail1 << endl;*/


                 int ret=que.Size();

                cout << ret << endl;


}

int main()

{

                Test();

                 return 0;

}


本文出自 “10911020” 博客,请务必保留此出处http://10921020.blog.51cto.com/10911020/1773630

用两个栈实现一个队列

标签:数据结构   栈 队列

原文地址:http://10921020.blog.51cto.com/10911020/1773630

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