C#中委托演变的的三个阶段_.NET_编程开发_程序员俱乐部

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C#中委托演变的的三个阶段

 2014/10/19 11:30:48  麻将我会  程序员俱乐部  我要评论(0)
  • 摘要:命名函数匿名方法lambda表达式委托是一种可以把引用存储为函数的类型,定义了委托后,就可以声明该委托类型的变量,接着把这个变量初始化为与委托有相同返回类型和参数列表的函数引用,之后就可以使用委托变量调用这个函数,就像是该变量是一个函数一样,有了引用函数的变量后,还可以执行不能用其他方式完成的操作,例如可以把委托变量作为参数传递给一个函数,这样该函数就可以使用委托调用它引用的任何函数,而且在运行之前无需知道调用的是哪个函数。usingSystem;usingSystem.Collections
  • 标签:C#
  1. 命名函数
  2. 匿名方法
  3. lambda表达式

委托是一种可以把引用存储为函数的类型,定义了委托后,就可以声明该委托类型的变量,接着把这个变量初始化为与委托有相同返回类型和参数列表的函数引用,之后就可以使用委托变量调用这个函数,就像是该变量是一个函数一样,有了引用函数的变量后,还可以执行不能用其他方式完成的操作,例如可以把委托变量作为参数传递给一个函数,这样该函数就可以使用委托调用它引用的任何函数,而且在运行之前无需知道调用的是哪个函数。

using System;
using System.Collections.Generic;
using System.Linq;
using System.Text;
using System.Threading.Tasks;

namespace CSharpRumenJD
{
    class Program
    {
        delegate void ProcessDelegate(int num);
        static void ShowDouble(int num)
        {
            num *= 2;
            Console.WriteLine(num);
        }
        static void ShowThree(int num)
        {
            num *= 3;
            Console.WriteLine(num);
        }
        static void ShowFour(int num)
        {
            num *= 4;
            Console.WriteLine(num);
        }
        /// <summary>
        /// 这里把委托作为参数传递给函数,
        /// </summary>
        /// <param name="pro"></param>
        /// <param name="num"></param>
        static void Excute(ProcessDelegate pro, int num)
        {
            pro(num);
        }
        static void Main(string[] args)
        {
            ProcessDelegate pro = null;
            string input = Console.ReadLine();
            if (input == "D")
                pro += ShowDouble; //关联函数的第一种方法
            else if (input == "F")
                pro = ShowFour; //关联函数的第二种方法
            else
                pro = new ProcessDelegate(ShowThree);//关联函数的第三种方法



            Excute(pro, 1);

            Console.ReadKey();
        }
    }
}

代码里展示了委托关联命名方法的三种基本方式

其中+=可实现累积关联连续关联的效果,就是说多次调用+=,委托关联的方法会按照顺序依次调用所有关联的方法;

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" alt="" />

 

 

 

 C# 2.0以前,使用命名的方法是对委托进行实例化的唯一方式。但是在C#2.0以后的版本中,在创建新方法的系统开销不必要时,允许您对委托进行实例化,并立即指定委托将在被调用时处理的代码块。

这些被称为匿名方法,

 

Lambda 表达式实例化委托:

参考资料:

浅谈C#中常见的委托

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用户名: 匿名