C语言:
函数指针可以节省部分代码量,写类似具有多态的函数,比如要比较最大值,如果不用函数指针就只能写比较某一类型比如int类型的max函数,这个max无法比较string的大小。函数指针的意义就不多说了。
执行结果:
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" alt="" />
C语言代码:
#include <stdio.h>
void subfun(char (*pstr)[])
{
printf("my name is %s",*pstr);
}
////其中fpsubfun是指针的类型,可以当int这种关键字使用,以后可以用 fpsubfun pf;来定义函数指针,这个指针便指向 void (char (*p)[])这种签名的函数。
typedef void(*fpsubfun)(char (*p)[]);//typedef的几种用法:https://blog.csdn.net/drdairen/article/details/51848647 void call_subfun(fpsubfun pf)//用函数指针接受传过来的函数
{
char str[] = { "zhubinglong. \n" };
char(* pstr)[] = &str;
pf(pstr);
}
int main()
{
call_subfun(subfun);//函数调用函数,方式是subfun以参数的方式传递给函数指针,接受这个subfun函数的指针必须与subfun的函数签名(参数和返回值)相同;
return ;
}
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" 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" alt="" />
下面类比c#的委托和事件:
using System;
using System.Collections.Generic;
using System.Linq;
using System.Text;
namespace ConsoleApplication1c_委托和事件
{
//定义委托,与类同一个等级,相当于c语言中定义函数指针类型语句:typedef void(*fpsubfun)(char (*p)[]);
//其中fpsubfun是指针的类型,可以当int这种关键字使用,以后可以用 fpsubfun pf;来定义函数指针,这个指针便指向 void (char (*p)[])这种签名的函数。
public delegate void fpsubfunEventHandler(string str);
class MyProgram
{
public static event fpsubfunEventHandler fpsubfun;//定义事件:与函数同一个等级,相当于fpsubfun pf
static void Main(string[] args)
{
MyProgram.fpsubfun += subfun;//订阅事件,相当于C语言中函数指针fp指向了某一函数,call_subfun(subfun);--->void call_subfun(fpsubfun pf){}这一传递过程
MyProgram.fpsubfun("zhubinglong");//事件发出,但由谁执行我不关心,我只是发出事件;其实有订阅事件语句的函数执行。相当于C语言中用指向某函数的指针调用这一函数,相当于c语言中 pf(pstr);
}
public static void subfun(string str)
{
Console.WriteLine("my name is {0}",str);
}
//
}
}
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