C#泛型(三)
主要的内容:
<1>.原理性的东西----” 泛型的协变和逆变 “
<2>.以及常用的接口----” IEnumerable 及其泛型版的IEnumerable<out T> “
<泛型的协变与逆变|泛型修饰符‘out’与‘in’>
先知道协变和逆变主要是用在泛型的接口和委托上就可以了,下面我们通过一个例子来看看:
我们知道接口是可以体现多态的,当然接口体现的多态注重的功能上的多态,这和抽象类不同,抽象类更注重的是建立在血缘关系上的多态。
知道接口是可以体现多态的之后,我们来看看一个相关的例子--
实例:鸟和飞机都会飞,把飞定义成一个接口,在定义2个类
public interface IFlyable
{
void fly();
}
class Bird:IFlyable
{
public void fly()
{
Console.WriteLine("鸟儿飞!");
}
}
class Plane:IFlyable
{
public void fly()
{
Console.WriteLine("飞机飞!");
}
}
下面看看接口体现的多态性:
IFlyable ifly; ifly = new Bird();
ifly.fly(); ifly = new Plane();
ifly.fly();
运行结果:
鸟儿飞!
飞机飞!
了解了接口的多态性后我们再来看一个例子:
这里定义了2个类 Animal 和 Cat (Cat继承了Animal)
public class Animal
{
} public class Cat:Animal
{
}
继续往下看:
Cat cat = new Cat();
下面这句代码,cat向animal转,子类向父类转换,这时cat会隐式转换为animal 我们说“儿子像父亲” 这是完全可以理解的
Animal animal = cat;
但是 说”父亲像儿子“ 这是说不过去的 ,但是有的时候如果儿子坑爹,强制转换了一下还是可以的
cat = (Cat)animal;
(协变)
List<Cat> catArray = new List<Cat>();
List<Animal> animalArray = catArray;
如果是上面说的类,这样写是可以的,但是这里是会报错的 如图
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继续往下看 这样写却可以:
IEnumerable<Cat> lCat = new List<Cat>();
IEnumerable<Animal> lAnimal = lCat;
对 IEnumerable<Cat> 转到定义 如图 我们发现这里多了一个 “out” 关键字
aaarticlea/png;base64,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" alt="" />
概念引入:
1.对于泛型类型参数,out 关键字指定该类型参数是协变的。 可以在泛型接口和委托中使用 out 关键字。“协变”是指能够使用与原始指定的派生类型相比,派生程度更大的类型。
--对于 “协变” 笔者是这样理解的就是”说的通变化“ 就像 “儿子像父亲一样”(假定父亲派生程度0那么儿子的派生程度就是1了,所以父亲可以使用派生程度更大的儿子)
协变与多态性类似,因此它看起来非常自然。
(逆变)
我们知道IComparable<T>接口中,T的修饰符是‘in’,下面我们修改一下上面的代码演示一下
class Cat : Animal, IComparable<Cat>
{
//仅演示
public int CompareTo(Cat other)
{
return 1;
}
} class Animal : IComparable<Animal>
{
//仅演示
public int CompareTo(Animal other)
{
return 1;
}
}
这里Cat和Animal都实现了IComparable<T>接口,然后我们这样写
IComparable<Cat> ICat = new Cat();
IComparable<Animal> IAnimal = new Animal();
ICat = IAnimal;
代码中ICat(高派生程度)使用 IAnimal(低派生程度) “父亲像儿子” 和上面的例子完全相反。
2.对于泛型类型参数,in 关键字指定该类型参数是逆变的。 可以在泛型接口和委托中使用 in 关键字。“逆变”则是指能够使用派生程度更小的类型。
--对于 “逆变” 笔者的理解则是 “坑爹儿子” 反过来硬说 “父亲像儿子” 这是 “说不过去的” 只是利用了强硬的手段
在了解了上面的内容后,我们来看看“out” 与 “in” 关键字的特性
IEnumerable<T>接口的IEnumerator<T> GetEnumerator()方法返回了一个迭代器 ,不难发现T如果用 out 标记,则T代表了输出,也就说只能作为结果返回。
下面我们演示一个例子
将动物会叫这功能,定义成一个泛型接口用 out 修饰
IComparable<T>接口的CompareTo(T other)方法传入了一个T类型的Other参数,不难发现T如果用 in 标记,则T代表了输入,也就是它只能作为参数传入。
IComparable<T>接口的CompareTo(T other)方法传入了一个T类型的Other参数,不难发现T如果用 in 标记,则T代表了输入,也就是它只能作为参数传入。
下面我们演示一个例子
将动物会叫这功能,定义成一个泛型借口用 out 修饰
aaarticlea/png;base64,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" alt="" />
这里会出现一个错误
aaarticlea/png;base64,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" alt="" />
把第二个带参数的setSound方法,去掉后编译可以正常通过
下面我们把 out 改成 in
aaarticlea/png;base64,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" alt="" />
这里会出现一个错误
aaarticlea/png;base64,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" alt="" />
把第一个setSound方法,去掉后编译可以正常通过,或者把第一个方法的返回值,改成其它非T类型,编译也可通过
这个演示充分说明了:
out 修饰 T 则 T只能作为结果输出而不能作为参数 ; in 修饰 T 则 T只能作为参数而不能作为结果返回;
<IEnumerable接口及其泛型版>
为什么要用IEnumerable接口? 下面我们通过一个例子看看:
//定义Person类
public class Person
{
public Person(string _name)
{
this.name = _name;
} public string name;
} //定义People类
public class People
{
private Person[] _people; public People(Person[] pArray)
{
//实例化数组 用于存Person实例
_people = new Person[pArray.Length]; for (int i = 0; i < pArray.Length; i++)
{
_people[i] = pArray[i];
}
}
}
上面的代码我们定义了一个 Person 类和一个 People 类,显然 People是用来存放多个Person实例的集合,下面我们尝试用 Foreeach 遍历集合的每个元素 输出:
static void Main(string[] args)
{
Person[] personArray = new Person[3]{
new Person("Keiling1"),
new Person("Keiling2"),
new Person("Keiling3"),
}; People people = new People(personArray);
foreach (Person item in people)
{
Console.WriteLine(item.name);
}
}
这里编译不能通过,出现了一个错误
aaarticlea/png;base64,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" alt="" />
GetEnumerator:是IEnumerable接口中的一个方法,它返回一个 IEnumerator(迭代器),如下图
aaarticlea/png;base64,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" alt="" />
IEnumerator内部规定了,实现一个迭代器的所有基本方法,包括 如下图
aaarticlea/png;base64,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" alt="" />
为了在foreach中使用 People的实例, 我们给People实现IEnumerable接口,代码如下:
public class People:IEnumerable
{
private Person[] _people; public People(Person[] pArray)
{
//实例化数组 用于存Person实例
_people = new Person[pArray.Length]; for (int i = 0; i < pArray.Length; i++)
{
_people[i] = pArray[i];
}
}
////IEnumerable和IEnumerator通过IEnumerable的GetEnumerator()方法建立了连接,可以通过IEnumerable的GetEnumerator()得到IEnumerator对象。
IEnumerator IEnumerable.GetEnumerator()
{
return (IEnumerator)GetEnumerator();
} public PeopleEnum GetEnumerator()
{
return new PeopleEnum(_people);
}
} public class PeopleEnum:IEnumerator
{
public Person[] _people; public PeopleEnum(Person [] pArray)
{
_people = pArray;
}
//游标
int position = -1; //是否可以往下 移
public bool MoveNext()
{
position++;
return (position < _people.Length);
} //集合的所有元素取完了之后 重置position
public void Reset()
{
position = -1;
} //实现 IEnumerator的 Current方法 返回当前所指的Person对象
object IEnumerator.Current
{
get
{
return Current;
}
} //Current是返回Person类实例的只读方法
public Person Current
{
get
{
try
{
return _people[position];
}
catch (IndexOutOfRangeException)
{
throw new InvalidOperationException();
}
}
}
}
测试运行:
static void Main(string[] args)
{
Person[] personArray = new Person[3]{
new Person("Keiling1"),
new Person("Keiling2"),
new Person("Keiling3"),
}; People people = new People(personArray);
foreach (Person item in people)
{
Console.WriteLine(item.name);
}
}
结果:
aaarticlea/png;base64,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" alt="" />
总结:
1.一个集合要支持foreach方式的遍历,必须实现IEnumerable接口,描述这类实现了该接口的对象,我们叫它 ‘序列’。
比如 List<T> 支持 foreach 遍历 是因为它实现了IEnumerable接口和其泛型版,如图--
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" alt="" />
2. IEnumerator对象具体实现了迭代器(通过MoveNext(),Reset(),Current)。
3. 从这两个接口的用词选择上,也可以看出其不同:IEnumerable是一个声明式的接口,声明实现该接口的class是“可枚举(enumerable)”的,但并没有说明如何实现迭代器
而IEnumerator是一个实现式的接口,IEnumerator对象就是一个迭代器。
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" alt="" />
4.由于IEnumerable<T>继承了IEnumerable接口,所以要实现IEnumerator<T> ,还需要实现IEnumerator接口,由于和泛型版本的方法同名,所以该方法的实现需要使用显式接口实现。
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