题目描述:
模拟STL stack类设计实现你的stack类,该类需具有入栈,出栈,判栈空,取栈顶元素等功能;利用该类实现本题要求。本题要求使用单链表实现。不可使用STL stack类
输入描述:
分别构造两个空栈,再读入若干对整数v、x; 1<=v<=2; 将元素x入第v个栈 。
输出描述:
最后将两个栈中元素出栈,并输出;每个栈中元素占一行,元素间以空格分隔。
输入样例:
1 100
2 200
1 300
2 400
1 50
1 60
2 80
输出样例:
60 50 300 100
80 400 200
——————————————————————————————————————
代码:
#include <iostream>
using namespace std;
class CStack {
struct Node {
int data;
Node *next;
};
private :
Node *m_sp;
public :
CStack () :m_sp(NULL) { //构造函数
}
CStack (const CStack &rhs);//拷贝构造函数
CStack & operator = (const CStack &rhs);//赋值运算符重载
~CStack (); //析构函数
void push (int x); //入栈
bool empty () const; //判栈空
int top () const; //取栈顶元素
void pop (); //出栈
};
CStack::CStack (const CStack &rhs) //拷贝构造函数
{
m_sp = NULL;
if (rhs.empty ()) //空栈?
return;
//复制链表首结点
m_sp = new Node;
Node *q = rhs.m_sp;
m_sp->data = q->data;
//复制链表其余结点
Node *last = m_sp; //记录新链表最未结点
q = q->next;
while (q != NULL) {
Node *p = new Node;
p->data = q->data;//复制数据
last->next = p; //新结点挂在新链表最后
last = p; //新结点成最后结点
q = q->next; //准备复制下一结点
}
last->next = NULL; //最后结点指针置空
}
CStack & CStack::operator = (const CStack &rhs)//赋值运算符重载
{
if (this == &rhs)
return *this;
this->~CStack (); //析构自身
m_sp = NULL;
if (rhs.empty ()) //空栈?
return *this; //返回自身
//复制链表首结点
m_sp = new Node;
Node *q = rhs.m_sp;
m_sp->data = q->data;
//复制链表其余结点
Node *last = m_sp; //记录新链表最未结点
q = q->next;
while (q != NULL) {
Node *p = new Node;
p->data = q->data;//复制数据
last->next = p; //新结点挂在新链表最后
last = p; //新结点成最后结点
q = q->next; //准备复制下一结点
}
last->next = NULL; //最后结点指针置空
return *this;
}
CStack::~CStack ()
{
while (m_sp != NULL) {
Node *p = m_sp;
m_sp = m_sp->next;
delete p;
}
}
void CStack::push (int x)
{
Node *p = new Node;
p->data = x;
p->next = m_sp;
m_sp = p;
}
bool CStack::empty () const
{
return (m_sp == NULL);
}
int CStack::top () const
{
return m_sp->data;
}
void CStack::pop ()
{
Node *p = m_sp;
m_sp = p->next;
delete p;
}
int main()
{
CStack S1, S2;
int v, x;
while (cin >> v >> x) {
if (v == 1)
S1.push (x);
else
S2.push (x);
}
while (!S1.empty ()) {
x = S1.top ();
cout << x << " ";
S1.pop ();
}
cout << endl;
while (!S2.empty ()) {
x = S2.top ();
cout << x << " ";
S2.pop ();
}
cout << endl;
return 0;
}