今天继续分享泛型委托的Predicate<T>,上篇文章讲了Action委托,这个比Action委托功不一样的地方就是委托引用方法是Bool返回值的方法,Action为无返回值。首先我们看一下它的定义吧:

 public delegate  bool Predicate<T>(T obj);

从其定义可以看到,此委托引用一个返回bool 值的方法,在实际开发中,通常使用Predicate<T>委托变量引用一个“判断条件函数”,在判断条件函数内部书写代码表明函数参数所引用的对象应满足的条件,条件满足时,函数返回true.

我们在自己实现一下该委托:

 public static class PredicateClass

     {

         public delegate bool PanDuan<T>(T t);

         public static List<T> MyFind<T>(this List<T> tList, PanDuan<T> find)

         {

             List<T> newTs = new List<T>();

             foreach (T t in tList)

             {

                 if (find(t))

                 {

                     newTs.Add(t);

                 }

             }

             return newTs;

         }

         public static bool 打印学生信息(Student stu)

         {

             if (stu.Age > ) return true;

             return false;

         }

         public static bool 打印教师信息(Teacher teacher)

         {

             if (teacher.Age >  && teacher.TeachNum=="") return true;

             return false;

         }

     }

调用代码如下:

  List<Student> students=new List<Student>();

             students.Add(new Student{ StuNum = "",StuName = "zhangsan",Age = });

             students.Add(new Student { StuNum = "", StuName = "lisi", Age =  });

             students.Add(new Student { StuNum = "", StuName = "wangwu", Age =  });

             List<Teacher> teacher=new List<Teacher>();

             teacher.Add(new Teacher{TeachNum = "",TeachName = "teacher1",Age = });

             teacher.Add(new Teacher { TeachNum = "", TeachName = "teacher2", Age =  });

             teacher.Add(new Teacher { TeachNum = "", TeachName = "teacher3", Age =  });

             Console.WriteLine("原始总数:"+teacher.Count);

             List<Teacher> teachers=teacher.MyFind(PredicateClass.打印教师信息);

             Console.WriteLine("过滤后总数:"+teachers.Count);

             Console.WriteLine("原始总数:" + students.Count);

             List<Student> studeList = students.MyFind(PredicateClass.打印学生信息);

             Console.WriteLine("过滤后总数:" + studeList.Count);

输出效果:

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" alt="" />

以上效果可以看出通过自定义泛型委托来判断和过滤一些信息,最后得到过滤后的数据。

以上代码可以简化:

 //标准写法

 Console.WriteLine("原始总数:" + teacher.Count);

             List<Teacher> teachers = teacher.MyFind(

                 new PredicateClass.PanDuan<Teacher>(delegate(Teacher t)

                 {

                     if (t.Age>&&t.TeachNum=="")

                     {

                         return true;

                     }

                     return false;

                 }));

             Console.WriteLine("过滤后总数:" + teachers.Count);

 //匿名方法

             Console.WriteLine("原始总数:" + teacher.Count);

             List<Teacher> teachers1 = teacher.MyFind(

                delegate(Teacher t)

                 {

                     if (t.Age >  && t.TeachNum == "")

                     {

                         return true;

                     }

                     return false;

                 });

             Console.WriteLine("过滤后总数:" + teachers.Count);

 //Lambda表达式

             Console.WriteLine("原始总数:" + teacher.Count);

             List<Teacher> teachers2 = teacher.MyFind(

                u=>

                {

                    if (u.Age >  && u.TeachNum == "")

                    {

                        return true;

                    }

                    return false;

                });

             Console.WriteLine("过滤后总数:" + teachers.Count);

输出结果:

aaarticlea/png;base64,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" alt="" />

从结果可以看出,这三个方法结果都是一样的。学生类的打印方法跟这个一样,所以在这里不做演示了,只要理解了这个方法以后在看看微软系统内置委托就很容易理解了,在这里用List的FindAll()方法吧:

 List<Student> students=new List<Student>();

             students.Add(new Student{ StuNum = "",StuName = "zhangsan",Age = });

             students.Add(new Student { StuNum = "", StuName = "lisi", Age =  });

             students.Add(new Student { StuNum = "", StuName = "wangwu", Age =  });

             List<Teacher> teacher=new List<Teacher>();

             teacher.Add(new Teacher{TeachNum = "",TeachName = "teacher1",Age = });

             teacher.Add(new Teacher { TeachNum = "", TeachName = "teacher2", Age =  });

             teacher.Add(new Teacher { TeachNum = "", TeachName = "teacher3", Age =  });

             Console.WriteLine("原始总数:"+teacher.Count);

             List<Teacher> tt=teacher.FindAll(new Predicate<Teacher>(delegate(Teacher t)

                 {

                     if (t.TeachNum == "") return true;

                     return false;

                 }));

             Console.WriteLine("原始总数:"+tt.Count);

输出结果:

aaarticlea/png;base64,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" alt="" />

在分享一下Func<T>,个人觉得这个也是这三个中功能最强大的,我先看看微软官网的解释:

Func<T,TResut>:封装一个具有一个参数并返回 TResult 参数指定的类型值的方法。

我们在上面的例子上在扩展,因为上面委托的方法返回值是bool类型,如果需要返回指定类型的话,上面的委托就不能满足要求了,所以用Func〈T〉很容易实现的,比如我们在上面的老师类中筛选年龄,组成一个新的集合:

具体代码如下:

 List<int> AgeList=teacher.Select(new Func<Teacher, int>(delegate(Teacher t)

                 {

                     return t.Age;

                 })).ToList();

             AgeList.ForEach(u => { Console.WriteLine(u);});

输出结果:

aaarticlea/png;base64,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" alt="" />

以上结果可以看出来把老师的年龄打印出来了,具体写法应该不用再解释了吧,因为这个写法上面都不止一次的写了。我们在把匿名方法简化成Lambda表达式:

 List<int> AgeList=teacher.Select(t=>

                 {

                     return t.Age;

                 }).ToList();

             AgeList.ForEach(u => { Console.WriteLine(u);});

我们在写一个返回自定义类型的例子:

把上面的例子在扩展为返回满足要求的老师集合:

 List<Student> students=new List<Student>();

             students.Add(new Student{ StuNum = "",StuName = "zhangsan",Age = });

             students.Add(new Student { StuNum = "", StuName = "lisi", Age =  });

             students.Add(new Student { StuNum = "", StuName = "wangwu", Age =  });

             List<Teacher> teacher=new List<Teacher>();

             teacher.Add(new Teacher{TeachNum = "",TeachName = "teacher1",Age = });

             teacher.Add(new Teacher { TeachNum = "", TeachName = "teacher2", Age =  });

             teacher.Add(new Teacher { TeachNum = "", TeachName = "teacher3", Age =  });
 List<Student> tt = teacher.Select(

                 new Func<Teacher, Student>(

                     delegate(Teacher u)

                         {

                             Student e = new Student();

                             if (u.Age < )

                             {

                                 e.StuName = u.TeachName;

                                 e.Age = u.Age;

                                 e.StuNum = u.TeachNum;

                             }

                             else

                             {

                                 return null;

                             }

                             return e;

                         }

                 )

             ).ToList();

             tt.ForEach(u =>

                 {

                     if (u != null) Console.WriteLine("姓名:"+u.StuName +"年龄:"+ u.Age);

                 });

输出结果为:

aaarticlea/png;base64,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" alt="" />

这个就是年龄为小于23的老师赋值给学生类,并打印的例子,我在这里把逻辑写成匿名方法了,如朋友们觉得匿名方法有点乱,就可以把匿名方法分离到独立方法中:

 List<Student> tt = teacher.Select(

                 GetStudentFromTeacher

                 ).ToList();

             tt.ForEach(u =>

                 {

                     if (u != null) Console.WriteLine("姓名:"+u.StuName +"年龄:"+ u.Age);

                 });

 public static Student GetStudentFromTeacher(Teacher u)

         {

             Student e = new Student();

             if (u.Age < )

             {

                 e.StuName = u.TeachNum;

                 e.Age = u.Age;

                 e.StuNum =u.TeachNum;

             }

             else

             {

                 return null;

             }

             return e;

         }

希望我的分享给大家带来帮助,也希望大家给出宝贵的意见,小弟也是刚写博客,所以很多地方的不是很专业,大白话为多,希望大家原谅!

原文来自我的个人网站:http://www.yaosutu.cn/archives/568

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