Lambda 表达式的语法格式
 
   基本结构        ()   ->  {}
    左侧   参数列表
    右侧   方法体 (Lambda体)
 
 
        1.无参数  无返回值            () ->System.out.println("无参数输出打印语句");
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" alt="" />
             
 
        2.有一个参数 无返回值      (x) ->System.out.println("x");
        3.只有一个参数   小括号可省略         x ->System.out.println("x");
               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" alt="" />
 
           解释 2,3中使用    java8 新增函数式接口Consumer    accept() 方法接受一个参数 无返回值 
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" alt="" width="670" />
 
        4.多参数  有返回值  
            Comparator<Integer> com = (x,y) -> {
                    System.out.println("多参数 输出打印语句");
                        return  Integer.compare(x,y);
            }
 
        5.方法体(Lambda 体) 只用一条语句   return 和  大括号 都可省略
            Comparator<Integer> com = (x,y) -> Integer.compare(x,y);
           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" alt="" />
 
        解释 4,5中   Comparator  被java8 追加为函数式接口   compare() 方法接受两个参数返回一个结果
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" 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" alt="" width="583" />
        6.Lambda表达式中 参数的数据类型 可省略  因为JVM编译器 上下文推断出来 即"类型推断"

 package com.wf.zhang.java8.lamdba;

 import org.junit.Test;

 import java.util.Comparator;
import java.util.function.Consumer; public class TestLambda4 { @Test
public void test01(){ Runnable r = new Runnable() {
@Override
public void run() {
System.out.println("调用run()方法");
}
}; r.run(); //1.无参数 无返回值
Runnable r2 = () -> System.out.println("无参数时输出打印语句"); r2.run();
} @Test
public void test02(){ // 2.有一个参数 无返回值
Consumer <String> cr = (x) -> System.out.println(x);
cr.accept("一个参数时输出打印语句");
} @Test
public void test03(){
// 3.只有一个参数 小括号可省略
Consumer <String> cr = x -> System.out.println(x);
cr.accept("只有一个参数 小括号可省略输出打印语句");
} @Test
public void test04(){ //4.多参数 有返回值
Comparator<Integer> cp = (x,y) -> {
System.out.println("多参数 输出打印语句");
return Integer.compare(x,y);
};
} @Test
public void test05(){ //5.方法体(Lambda 体) 只用一条语句 return 和 大括号 都可省略
Comparator<Integer> cp = (x,y) -> Integer.compare(x,y); }
}

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