继承特性里的多重继承_.NET_编程开发_程序员俱乐部

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继承特性里的多重继承

 2014/4/10 20:49:17  辉太  博客园  我要评论(0)
  • 摘要:继承是面向对象编程的重要特性之一。任何一个类都可以从另外一个类继承,也就是说,这个类拥有它继承类的所有成员。被继承的类我们专业术语叫基类当然有人也叫父类。这里简单的说下继承的概念或者是概述,大致就是这么个意思!C#中提供了类的继承机制,只支持单继承,不支持多重集成,就是在C#中一次只允许继承一个类,不能同时继承多个类。OK,逻辑不啰嗦了,这些概念性的的东西基本无味,而且很容易搜索到!说今天的多重继承的使用......多重继承要使用多重继承,就需要接口,因为前面也说了C#中类只支持单继承
  • 标签:继承

继承是面向对象编程的重要特性之一。任何一个类都可以从另外一个类继承,也就是说,这个类拥有它继承类的所有成员。被继承的类我们专业术语叫基类当然有人也叫父类。这里简单的说下继承的概念或者是概述,大致就是这么个意思!C#中提供了类的继承机制,只支持单继承,不支持多重集成,就是在C#中一次只允许继承一个类,不能同时继承多个类。OK,逻辑不啰嗦了,这些概念性的的东西基本无味,而且很容易搜索到!说今天的多重继承的使用......

多重继承

  要使用多重继承,就需要接口,因为前面也说了C#中类只支持单继承,而接口支持多重继承,实现多重继承时,继承的多个接口中间用逗号(,)隔开。

写一个控制台的demo吧!开始声明一个接口IPeople,定义2个属性,然后在声明一个MyClass类,里面写一个方法,然后就用主程序来继承自定义的接口和类,并且实现接口中定义的属性。(继承接口所以要实现接口里定义的东西)。上代码:

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

namespace demo1
{
    interface Ipeople 
    {
        /// <summary>
        /// 姓名
        /// </summary>
        string Name { get; set; }
        /// <summary>
        /// 性别
        /// </summary>
        string Sex { get; set; }
    }

    class Myclass
    {
        /// <summary>
        /// 输出信息的方法
        /// </summary>
        public void show()
        {
            Console.WriteLine("人物信息");
        }
    }
    class Program : Myclass, Ipeople
    {
        string name = "";
        string sex = "";
        public string Name
        {
            get { return name; }
            set { name = value; }
        }
        public string Sex {
            get { return sex; }
            set { sex = value; }
        }
        static void Main(string[] args)
        {
            Program p = new Program();  //实例化对象
            Ipeople p1 = p;             //使用派生类对象实例化接口Ipeople
            p1.Name = "TMD";
            p1.Sex = "Nan";
            p.show();                   //调用基类/父类的方法
            Console.WriteLine(p1.Name + "        " + p1.Sex);
            Console.ReadLine();

        }
    }
}

运行接口如下图.

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" 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OK,简单的说明下多重继承特性,希望能帮到和我一样的菜鸟......

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