class<T>和 class<?>类型 有什么区别
平时看java源代码的时候,如果碰到泛型的话,我想? T K V E这些是经常出现的,但是有时想不起来代表什么意思,今天整理下: ? 表示不确定的java类型。
T 表示java类型。
K V 分别代表java键值中的Key Value。
E 代表Element。 Object跟这些东西代表的java类型有啥区别呢?
Object是所有类的根类,是具体的一个类,使用的时候可能是需要类型强制转换的,但是用T ?等这些的话,在实际用之前类型就已经确定了,不需要强制转换。
也就是说,这个方法能知道返回的是哪种类型(父类),就用T行了?如果完全不知道的就用?用T的得到的对象就不需要类型转换了,而用?的就必需用强转了!
第一种是固定的一种泛型,第二种是只要是Object类的子类都可以,换言之,任何类都可以,因为Object是所有类的根基类
固定的泛型指类型是固定的,比如:Interge,String. 就是<T extends Collection> <? extends Collection> 这里?代表一个未知的类型,
但是,这个未知的类型实际上是Collection的一个子类,Collection是这个通配符的上限.
举个例子
class Test <T extends Collection> { } <T extends Collection>其中,限定了构造此类实例的时候T是一个确定类型(具体类型),这个类型实现了Collection接口,
但是实现 Collection接口的类很多很多,如果针对每一种都要写出具体的子类类型,那也太麻烦了,干脆还不如用
Object通用一下。
<? extends Collection>其中,?是一个未知类型,是一个通配符泛型,这个类型是实现Collection接口即可。 _________________________上面讲的是什么鬼,当你知道引入通配符泛型的由来之后(下面代码由java1234.com提供)_________________________________________________________________________________________
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" alt="" />
The method take(Animal) in the type Test is not applicable for the arguments (Demo<Dog>)
The method take(Animal) in the type Test is not applicable for the arguments (Demo<Cat>)
The method take(Animal) in the type Test is not applicable for the arguments (Demo<Animal>)
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" 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当引入泛型之后,遇到这种情况,参数怎么写都不适合,总有2个方法不适用,为了给泛型类写一个通用的方法,这时候就需要引入了 ?通配符的概念。
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" alt="" />
public class Demo <T extends Animal>{ private T ob; public T getOb() {
return ob;
} public void setOb(T ob) {
this.ob = ob;
} public Demo(T ob) {
super();
this.ob = ob;
} public void print(){
System.out.println("T的类型是:"+ob.getClass().getName());
}
}
参考:
https://www.cnblogs.com/lwbqqyumidi/p/3837629.html
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