数据结构
网络
关系数据库管理系统
操作系统
Java
MS Excel
iOS
HTML
CSS
Android
Python
C 语言编程
C++
C#
MongoDB
MySQL
Javascript
PHP
物理学
化学
生物学
数学
英语
经济学
心理学
社会科学
时尚研究
法律研究C++ 程序 - 在 STL 中实现优先级队列
优先级队列是一种容器适配器，其中队列的首元素是队列中所有元素中最大的元素。元素在优先级队列中也是非递减顺序排列的。在优先级队列中，具有高优先级的元素先于具有低优先级的元素进行处理。
函数与说明
Functions used here: pq.size() = Returns the size of priority queue. pq.insert) = It is used to insert elements to the priority queue. pq.delete() = Deletes the value from the priority queue. pq.top() = Returns a reference to the top most element of priority queue.
示例代码
#include<iostream>
#include <queue>
#include <string>
#include <cstdlib>
using namespace std;
int main() {
priority_queue<int> pq;
int c, i;
while (1) {
cout<<"1.Size of the Priority Queue"<<endl;
cout<<"2.Insert Element into the Priority Queue"<<endl;
cout<<"3.Delete Element from the Priority Queue"<<endl;
cout<<"4.Top Element of the Priority Queue"<<endl;
cout<<"5.Exit"<<endl;
cout<<"Enter your Choice: ";
cin>>c;
switch(c) {
case 1:
cout<<"Size of the Queue: ";
cout<<pq.size()<<endl;
case 2:
cout<<"Enter value to be inserted: ";
cin>>i;
pq.push(i);
break;
case 3:
i = pq.top();
if (!pq.empty()) {
pq.pop();
cout<<i<<" Deleted"<<endl;
} else {
cout<<"Priority Queue is Empty"<<endl;
}
break;
case 4:
cout<<"Top Element of the Queue: ";
cout<<pq.top()<<endl;
break;
case 5:
exit(1);
break;
default:
cout<<"Wrong Choice"<<endl;
}
}
return 0;
}输出
1.Size of the Priority Queue 2.Insert Element into the Priority Queue 3.Delete Element from the Priority Queue 4.Top Element of the Priority Queue 5.Exit Enter your Choice: 1 Size of the Queue: 0 Enter value to be inserted: 2 1.Size of the Priority Queue 2.Insert Element into the Priority Queue 3.Delete Element from the Priority Queue 4.Top Element of the Priority Queue 5.Exit Enter your Choice: 1 Size of the Queue: 1 Enter value to be inserted: 2 1.Size of the Priority Queue 2.Insert Element into the Priority Queue 3.Delete Element from the Priority Queue 4.Top Element of the Priority Queue 5.Exit Enter your Choice: 3 2 Deleted 1.Size of the Priority Queue 2.Insert Element into the Priority Queue 3.Delete Element from the Priority Queue 4.Top Element of the Priority Queue 5.Exit Enter your Choice: 1 Size of the Queue: 1 Enter value to be inserted: 2 1.Size of the Priority Queue 2.Insert Element into the Priority Queue 3.Delete Element from the Priority Queue 4.Top Element of the Priority Queue 5.Exit Enter your Choice: 3 2 Deleted 1.Size of the Priority Queue 2.Insert Element into the Priority Queue 3.Delete Element from the Priority Queue 4.Top Element of the Priority Queue 5.Exit Enter your Choice: 2 Enter value to be inserted: 1 1.Size of the Priority Queue 2.Insert Element into the Priority Queue 3.Delete Element from the Priority Queue 4.Top Element of the Priority Queue 5.Exit Enter your Choice: 2 Enter value to be inserted: 2 1.Size of the Priority Queue 2.Insert Element into the Priority Queue 3.Delete Element from the Priority Queue 4.Top Element of the Priority Queue 5.Exit Enter your Choice: 2 Enter value to be inserted: 7 1.Size of the Priority Queue 2.Insert Element into the Priority Queue 3.Delete Element from the Priority Queue 4.Top Element of the Priority Queue 5.Exit Enter your Choice: 2 Enter value to be inserted: 6 1.Size of the Priority Queue 2.Insert Element into the Priority Queue 3.Delete Element from the Priority Queue 4.Top Element of the Priority Queue 5.Exit Enter your Choice: 4 Top Element of the Queue: 7 1.Size of the Priority Queue 2.Insert Element into the Priority Queue 3.Delete Element from the Priority Queue 4.Top Element of the Priority Queue 5.Exit Enter your Choice: 5 Exit code: 1
更新于: 30-7-2019
103 次浏览
广告