1. 概述
 
java.util.Map <K,V>接口是一个顶层接口,里面存放的数据单元是:单对元素;
  • K 表示 描述的键 的类型,Key 的类型;
  • V 表示 描述的值 的类型,Value的类型;
  • Map就是用于存放 Key-Value 键值对 的集合;
  • Map集合中,Key不允许重复,并且 一个Key只能对应一个Value;
 
 
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" alt="" />
 
 
 
 
Map接口的主要实现类:
HashMap类 (哈希表数据结构)
TreeMap类 (红黑树)
 
2. 常用方法
Map <K,V>
 
V put(K key, V value) -将参数指定的key 和 value组成一个完整键值对,放入集合。
- 若集合中之前没有该key值,则返回null。
-否则返回之前key值对应的value值。
 
 
V remove(Object key) -删除参数指定key对应的键值对,返回key对应的value值
boolean containsKey(Object key) -用于判断参数指定的key值是否存在
boolean containsValue(Object value) -用于判断参数指定的value是否存在
V get(Object key) -用于获取参数key对应的value值
 
Set<Map.Entry<K, V>> entrySet( ) -用于获取Map集合的Set视图
K getKey( ) -用于获取调用对象的key值
V getValue( ) -用于获取调用对象的value值
Set<K> keySet( ) -获取Map集合中 key的Set视图
 
代码:
package com.monkey1024.map;

import java.util.HashMap;
import java.util.Map;
import java.util.Map.Entry;
import java.util.Set; public class MapTest { public static void main(String[] args) { // 定义一个接口类型的引用指向 实现类的对象,形成多态
Map<String,String> m1=new HashMap<String,String> (); //操作1: 向集合中添加元素
String val = m1.put("1", "one");
System.out.println("1.向集合中添加元素(\"1\", \"one\"): "+val); //null val=m1.put("2", "two");
System.out.println("1.向集合中添加元素(\"2\", \"two\"): "+val); //null val=m1.put("3", "three");
System.out.println("1.向集合中添加元素(\"3\", \"three\"): "+val); //null System.out.println(); // 操作2:若键值对已经存在,相当于修改value的效果
val= m1.put("1", "eleven"); System.out.println("2.向集合中添加元素(\"1\", \"eleven\")");
System.out.println("若键值对已经存在,否则返回之前key值对应的value值");
System.out.println("打印value值: "+val); System.out.println(); // 操作3:判断key值为 "1"的元素 是否存在 boolean b = m1.containsKey("1");
System.out.println("3.判断key值为 \"1\"的元素 是否存在: "+b);
System.out.println(); // 操作4:判断value值为 "two"的元素 是否存在
b = m1.containsValue("two");
System.out.println("4.判断value值为 \"two\"的元素 是否存在: " +b);
System.out.println(); // 操作5:获取 key值为 "3",对应的 value值
String str = m1.get("3");
System.out.println("5.获取 key值为 \"3\",对应的 value值: "+str);
System.out.println(); // 操作6: 删除key值为"3"元素对应的值
String remove = m1.remove("3");
System.out.println("6.删除key值为\"3\"元素对应的值: "+remove);
System.out.println(); // 操作7: 将Map转换为 Set,得到 Set的视图
Set<Map.Entry<String, String>> s1 = m1.entrySet();
System.out.println("7.将Map转换为 Set,得到 Set的视图: "+s1);
System.out.println(); // 操作8:打印Set视图 中的每一个元素的 key 和 value
for(Map.Entry<String, String> me:s1) {
System.out.println("8.将Map转换为 Set,得到 Set的视图: "+me.getKey()+","+me.getValue());
}
System.out.println( ); // 操作9: 获取map中的key组成的Set视图
Set<String> s2 = m1.keySet();
System.out.println("9.获取map中的key组成的Set视图: "+s2);
System.out.println(); // 操作10:打印集合中的所有key 和 value
for(String s:s2) {
System.out.println("10.打印集合中的所有key 和 value: "+s+","+m1.get(s)); } } }
结果:
1.向集合中添加元素("1", "one"): null
1.向集合中添加元素("2", "two"): null
1.向集合中添加元素("3", "three"): null 2.向集合中添加元素("1", "eleven")
若键值对已经存在,否则返回之前key值对应的value值
打印value值: one 3.判断key值为 "1"的元素 是否存在: true 4.判断value值为 "two"的元素 是否存在: true 5.获取 key值为 "3",对应的 value值: three 6.删除key值为"3"元素对应的值: three 7.将Map转换为 Set,得到 Set的视图: [1=eleven, 2=two] 8.将Map转换为 Set,得到 Set的视图: 1,eleven
8.将Map转换为 Set,得到 Set的视图: 2,two 9.获取map中的key组成的Set视图: [1, 2] 10.打印集合中的所有key 和 value: 1,eleven
10.打印集合中的所有key 和 value: 2,two
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 

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