集合-Collection接口
集合 和 数组 的比较:
数组 - 本质上就是在内存空间中申请的一段连续内存空间,存放多个相同类型的数据
- 数组一旦定义完毕,则在内存空间中的长度固定。
- 插入/删除元素时可能导致大量元素的移动,因此效率比较低。
- 使用数组下标访问元素非常便利。
- 数组中的元素可以是基本数据类型,也可以是引用数据类型。
集合 - 内存空间不一定连续,数据类型不一定相同。
- 内存空间的长度不固定,可以动态调整。
- 插入/删除元素时可以不移动大量元素,效率可以提高。
- 不一定支持下标访问。
- 集合中的所有元素都必须是引用数据类型,(如果硬是要放置基本数据类型,则借助包装类。)
集合 主要分为两大类: Collection 接口 和 Map接口
其中
Collection 接口中 存放元素的基本单位是 单个元素 (单列集合)
Map 接口中 存放元素的基本单位是 单对元素 (双列集合)
Collection 接口本身很少使用,通常都是使用 子接口: List接口、Set接口、Queue接口
注意事项:
集合中只能存储引用类型;
集合之所以能够存放各种引用类型的数据,是因为:
都当做Object类型处理。(多态方式放置)
即,往集合中放入任何一个元素的时候,其实都是提升为一个Object类型,存储进集合中。
一、Collection接口:
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" 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" alt="" />
常用方法:
boolean add(E e) -用于将参数指定的元素放入当前集合中。若当前集合发生了更改,则返回true,否则返回false
boolean addAll(Collection<? extends E> c) -用于将参数指定集合中的所有元素都增加到当前集合中;
boolean contains (Object o) -判断参数指定的元素是否在当前集合中
boolean containsAll(Collection<?> c) -判断参数指定集合中的所有元素是否在当前集合中
boolean remove(Object o) -用于删除参数指定的单个元素
boolean removeAll(Collection<?> c) -删除参数指定的所有元素
void clear() -用于清空当前的集合
boolean isEmpty() -判断当前集合是否为空
int size() -用于获取当前集合中的元素个数
boolean retainAll(Collection<?> c) -用于计算两个集合的交集
Iterator<E> iterator() -用于获取当前集合中的迭代器
代码:
1.写一个Student类 (int id,String name) 这里省略不写了
2. 测试
package com.monkey1024; import java.util.ArrayList;
import java.util.Collection; public class CollectionTest { public static void main(String[] args) {
// new c1ollec1tion(); // 报错原因:c1ollec1tion是个接口,接口不能构造对象 //c1ollec1tion接口的引用 指向 实现类的对象,形成多态
Collection c1 = new ArrayList(); // 向集合中,添加String类型的元素
boolean b = c1.add("one");
System.out.println("向c1集合中添加String类型的元素\"one\"是否成功: "+b);
b = c1.add("one");
System.out.println("再次向c1集合中添加一个String类型的元素\"one\"是否成功: "+b); // 向集合中添加int基本数据类型的数据为什么不报错?
// 实现了自动装箱处理:int ===> Integer类型
c1.add(23); // 向集合中添加了Student类型的数据
c1.add(new Student(1001,"James")); // 打印集合中的每个元素,自动调用toString()方法
System.out.println("打印集合c1中的元素:"+c1); // 打印集合中元素的个数
int num = c1.size();
System.out.println("集合c1中元素个数: "+num); System.out.println(); // 准备另一个新集合c2
Collection c2 =new ArrayList(); c2.add(3);
c2.add("four");
c2.add("two"); // 查看c2集合
System.out.println(c2); // 将当前c2集合中的所有元素都放入到c1集合中
b = c1.addAll(c2);
System.out.println("将当前c2集合中的所有元素都放入到c1集合中: "+b);
System.out.println("打印c1集合:"+c1);
System.out.println(); // 判断c1集合中是否有元素"one"
b = c1.contains("one");
System.out.println("c1集合中是否有元素\"one\": "+b); // 判断集合是否存在的本质就是 调用了equals(),不重写该方法就比较对象的地址。
b = c1.contains(new Student(1001,"James"));
System.out.println("判断给集合中是否存在Student(1001,\"James\")对象: "+b); // 判断c1集合中是否包含c2集合
b = c1.containsAll(c2);
System.out.println("集合c1中是否包含集合c2: "+b); b = c2.add("5");
System.out.println("集合c2中添加元素5: "+b); // 判断c1集合中是否包含c2集合
b = c1.containsAll(c2);
System.out.println("集合c1中是否包含集合c2: "+b);
System.out.println(); // 删除集合c1中的元素"one"
b = c1.remove("one");
System.out.println("删除集合c1中的元素\"one\": "+b); // 删除集合c1中的元素28
b = c1.remove(28);
System.out.println("删除集合c1中的元素28: "+b); // 删除集合c1中包含的集合c2
b = c1.removeAll(c2);
System.out.println("删除集合c1中包含的集合c2: "+b); // 清空集合c1中所有元素
c1.clear(); // 打印集合c1
System.out.println("打印集合c1: "+c1); // 创建一个集合c3
Collection c3 = new ArrayList();
c3.add(23);
c3.add(24);
c3.add(25); // 创建一个集合c4
Collection c4 = new ArrayList();
c4.add(25);
c4.add(26);
c4.add(27); // 计算集合c3 和 集合 c4的交集,若有交集,则把交集部分保留在c3中,并且返回true。否则返回false
b = c3.retainAll(c4);
System.out.println("集合c3和集合是否有交集: "+b);
System.out.println("打印集合c3:"+c3); // 当集合自己和自己取交集时,则交集还是自己,自己不会发生改变,返回false
b = c4.retainAll(c4);
System.out.println("集合c4自己和自己取交集:"+b);
System.out.println("打印集合c4:"+c4); // 清空集合c4中的元素
c4.clear(); // 判断集合c4是否为空集合
b = c4.isEmpty();
System.out.println("打印集合c4: "+c4);
System.out.println("对集合c4进行了清空操作后,判断集合c4是否为空集合: "+b); } }
结果:
向c1集合中添加String类型的元素"one"是否成功: true
再次向c1集合中添加一个String类型的元素"one"是否成功: true
打印集合c1中的元素:[one, one, 23, Student [name=James, id=1001]]
集合c1中元素个数: 4 [3, four, two]
将当前c2集合中的所有元素都放入到c1集合中: true
打印c1集合:[one, one, 23, Student [name=James, id=1001], 3, four, two] c1集合中是否有元素"one": true
判断给集合中是否存在Student(1001,"James")对象: true
集合c1中是否包含集合c2: true
集合c2中添加元素5: true
集合c1中是否包含集合c2: false 删除集合c1中的元素"one": true
删除集合c1中的元素28: false
删除集合c1中包含的集合c2: true
打印集合c1: []
集合c3和集合是否有交集: true
打印集合c3:[25]
集合c4自己和自己取交集:false
打印集合c4:[25, 26, 27]
打印集合c4: []
对集合c4进行了清空操作后,判断集合c4是否为空集合: true
二、 List 接口
1.概述
java.util.List接口是Collection接口的子接口,继承自Collection接口。
该集合中的元素是有序的(放入次序,而非大小次序),允许有重复的元素存在。
该接口的主要实现类:ArrayList类、LinkedList类、Stack类、Vector类(笔试)
ArrayList类的底层 --- 动态数组 实现 访问 和 修改 方 便, 增删不方便;
LinkedList类的底层 --- 链 表 实现 访问 和 修改 不方便,增删方便;
Stack类的底层 --- 动态数组 实现 该类是一种具有后进先出特性的数据结构,简称LIFO [ last in first out ] 栈 ;
Vector类的底层 --- 动态数组 实现 与ArrayList类相比,支持线程安全,效率比较低。Java官方推荐使用ArrayList来取代它。
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" alt="" />
2.常用方法 (List接口中的方法包含了Collection接口中的方法)
void add(int index, E element) -将数据element插入到 index指向的位置
boolean addAll(int index, Collection<? extends E> c) -将集合c中的所有元素插入到index指向的位置
E remove(int index) -删除index指向位置的元素,并返回该位置被删除的元素
E set(int index, E element) -将index位置的元素替换为element,返回替换之前的元素值。 index的取值范围时:[ 0, size()-1 ]
E get(int index) -返回index指向位置的元素值
List<E> subList(int fromIndex, int toIndex) -获取集合中下标从fromIndex(包含) 到toIndex(不包含)之间的所有元素
代码:
package com.monkey1024.collection;
import java.util.ArrayList; //List接口
import java.util.List; import com.monkey1024.bean.Student; public class ListTest { public static void main(String[] args) { // 定义接口类型的引用,指向实现类的对象 形成多态
List l1=new ArrayList(); // 操作1:向集合中添加元素
l1.add("one");
l1.add(123);
l1.add(new Student(29,"郜林"));
l1.add(123); // 操作2:向指定的下标位置 插入元素 (索引的方式)
l1.add(0, "first");
l1.add(2,2019);
System.out.println("打印集合l1: "+l1);
System.out.println(); // l1.add(9,2019); 报数组下标越界异常
System.out.println(l1); // 操作3:将l2集合中的所有元素 插入到l1集合中 下标为1的位置
List l2 =new ArrayList();
l2.add("two");
l2.add(1001);
l2.add(new Student(23,"迪亚曼蒂"));
l2.add(1001);
boolean b = l1.addAll(1, l2);
System.out.println("将l2集合中的所有元素 插入到l1集合中 下标为1的位置: "+b);
System.out.println("打印集合l1: "+l1);
System.out.println(""); // 操作4:获取 l1集合中下标为 3的元素 //String str = (String) l1.get(3); // error 报错原因:所有放入元素都是object类型放入的
//System.out.println(str); //解决方案:做判断 //不论元素是以什么类型存入集合中的,从集合中取出的元素都是Object类型
Object obj = l1.get(3); if(obj instanceof String ) {
String str = (String)obj;
System.out.println("打印集合l1中下标为3的元素: l1[3] ="+str);
}else {
System.out.println(obj); }
System.out.println( ); // 操作5:获取l1集合中的所有元素值 (要求每个元素单独占一行)
System.out.println("获取l1集合中的所有元素值 (要求每个元素单独占一行):");
for(int i=0;i<l1.size();i++) { // 获取集合中的每一个元素
System.out.println(l1.get(i)); }
System.out.println( ); // 操作6:删除 l1集合中,下标为2的元素 Object remove = l1.remove(2);
System.out.println("打印被删除的数据值: "+remove); //返回值是 被删除的数据值
System.out.println(); //操作7: 将l1集合中下标为1的元素 改为 "two"
obj=l1.set(1, "what");
System.out.println(obj); //返回值是 修改之前的数据值 two
System.out.println( ); // 操作8:获取 链表中 指定区间位置的所有元素 (操作的是同一块内存空间)
List l3 = l1.subList(1, 4); //从索引1开始,但是不包含索引4
System.out.println("打印l3: "+l3);
System.out.println( ); // 操作9:泛型的使用
//限制了该集合中 只能存放String类型
List<String> l4 = new ArrayList<String> (); l4.add("霍霍托夫斯基");
// l4.add(111); 报错 111是int类型
// l4.add(new Student(07,"C罗")); 报错 这是 Student类型
System.out.println(l4); }
}
结果:
打印集合l1: [first, one, 2019, 123, Student[id=29,name+郜林], 123] [first, one, 2019, 123, Student[id=29,name+郜林], 123]
将l2集合中的所有元素 插入到l1集合中 下标为1的位置: true
打印集合l1: [first, two, 1001, Student[id=23,name+迪亚曼蒂], 1001, one, 2019, 123, Student[id=29,name+郜林], 123] Student[id=23,name+迪亚曼蒂] 获取l1集合中的所有元素值 (要求每个元素单独占一行):
first
two
1001
Student[id=23,name+迪亚曼蒂]
1001
one
2019
123
Student[id=29,name+郜林]
123 打印被删除的数据值: 1001 two [what, Student[id=23,name+迪亚曼蒂], 1001] [霍霍托夫斯基]
三、Queue 接口
import java.util.LinkedList;
import java.util.Queue; public class TestQueue { public static void main(String[] args) { // 定义一个 Queue接口类型的引用指向 实现类的对象,形成了多态
// 使用了泛型,规定该集合类只能存储Integer类型的元素
Queue<Integer> q1 =new LinkedList<Integer>(); // 操作1:向集合中添加元素
for(int i=1;i<7;i++) {
q1.offer(i*10+i); }
System.out.println("1.打印集合q1的元素: "+q1); // 操作2:获取队列中首元素值 并且打印
Integer peek = q1.peek();
System.out.println("2.获取队列中首元素值: "+peek); // 操作3: 删除集合中的元素 for(int i=1;i<7;i++) {
System.out.println("3.执行了:删除集合q1中的元素 "+q1.poll());
} // 操作4:获取队列中首元素并打印
peek = q1.peek();
System.out.println("4.获取队列中首元素并打印: "+peek); } }
结果:
1.打印集合q1的元素: [11, 22, 33, 44, 55, 66]
2.获取队列中首元素值: 11
3.执行了:删除集合q1中的元素11
3.执行了:删除集合q1中的元素22
3.执行了:删除集合q1中的元素33
3.执行了:删除集合q1中的元素44
3.执行了:删除集合q1中的元素55
3.执行了:删除集合q1中的元素66
4.获取队列中首元素并打印: null
import java.util.HashSet;
import java.util.Iterator;
import java.util.Set; public class TestSet { public static void main(String[] args) {
// 定义一个Set类型的接口 的引用 指向 实现类的对象 形成多态
Set<String> s1 =new HashSet<String> (); // 往 集合中添加元素 s1.add("one");
s1.add("two");
s1.add("three"); // 操作1: 添加重复的元素
boolean b = s1.add("one");
System.out.println("1.添加重复的元素能否成功:"+b); // 返回false 重复的元素添加失败
System.out.println(); // 操作2: 打印集合中的所有元素,整体 返回字符串,操作不够灵活
System.out.println("2.打印集合s1: "+s1);
System.out.println(); // 操作3: 使用迭代器打印集合中的元素
// 获取 迭代器对象
Iterator<String> it = s1.iterator(); // 判断是否有可以 迭代的元素,有则取出并打印 while(it.hasNext()) {
String str = it.next();
System.out.println("3.使用迭代器打印集合中的元素: "+str); } // 操作4: 删除集合中的元素two
s1.remove("two");
System.out.println("4.删除元素two之后的s1集合:"+s1); // 重新获取集合中的迭代器!!!!
it=s1.iterator(); // 操作5:将集合中使用 "t" 开头的元素 找到并删除
while(it.hasNext()) {
if(it.next().startsWith("t")) { // 引发对象并发修改异常,集合在迭代的过程中不允许修改
// s1.remove(it.next()); // 引发对象并发修改异常,因为集合在迭代的过程中不允许修改
it.remove(); // 只能用迭代器自己的remove()方法来删除刚刚遍历的元素
}
}System.out.println("5.打印集合s1: "+s1); } }
1.添加重复的元素能否成功:false 2.打印集合s1: [one, two, three] 3.使用迭代器打印集合中的元素: one
3.使用迭代器打印集合中的元素: two
3.使用迭代器打印集合中的元素: three
4.删除元素two之后的s1集合:[one, three]
5.打印集合s1: [one]
代码:
package com.monkey1024.collection; import java.util.Iterator;
import java.util.TreeSet; public class TestTreeSet { public static void main(String[] args) {
// 定义接口类型的引用 指向 实现类的对象,形成多态
TreeSet<Integer> s1 = new TreeSet<Integer> (); // 增加元素到集合中
s1.add(30);
s1.add(10);
s1.add(20); // 要求:打印集合中的所有元素
// 有3种方式:
// toString()、迭代器、foreach // 01.按照升序方式打印 (中序遍历方式)
System.out.println("1.按照升序方式打印: "+s1);
System.out.println(); // 02.使用迭代器打印
Iterator<Integer> iterator = s1.iterator(); // 获得迭代器对象
while(iterator.hasNext()){ // 判断该集合有无可迭代的元素 Integer next = iterator.next();
System.out.println("2.使用迭代器打印:"+next); } System.out.println(); // 03.使用foreach(增强for循环) 打印
for (Integer it : s1) {
System.out.println("3.使用foreach打印: "+it); } } }
结果:
1.按照升序方式打印: [10, 20, 30] 2.使用迭代器打印:10
2.使用迭代器打印:20
2.使用迭代器打印:30 3.使用foreach打印: 10
3.使用foreach打印: 20
3.使用foreach打印: 30
练习:
自定义一个Student类实现封装;
在StudentTest测试类中定义TreeSet集合,并且向该集合中放入3个学生信息打印结果
1.Student类
package com.moneky1024; public class Student implements Comparable<Student>{ private int id ;
private String name; public Student(int id, String name) {
super();
setId(id);
setName(name);
}
public int getId() {
return id;
}
public void setId(int id) { if(id>0){
this.id = id;
}else {
System.out.println("学号不合理.......");
} }
public String getName() {
return name;
}
public void setName(String name) {
this.name = name;
}
@Override
public String toString() {
return "Student [id=" + id + ", name=" + name + "]";
}
@Override
public int hashCode() {
final int prime = 31;
int result = 1;
result = prime * result + id;
return result;
}
@Override
public boolean equals(Object obj) {
if (this == obj)
return true;
if (obj == null)
return false;
if (getClass() != obj.getClass())
return false;
Student other = (Student) obj;
if (id != other.id)
return false;
return true;
} // 实现了Comparable<String>接口,则必须重写compareTo(String o)方法
public int compareTo(Student o) {
// 按照学号比较大小
//return getId()-o.getId(); // 按照姓名比较大小
// 调用compareTo()方法, 属性name 跟 参数name 比较
return getName().compareTo(o.getName()); } }
测试类
import java.util.Comparator;
import java.util.Set;
import java.util.TreeSet; public class Test { public static void main(String[] args) { Set<Student> s = new TreeSet<Student>(); // 向集合s 中添加3个学生信息
s.add(new Student(1001,"Mary"));
s.add(new Student(1002,"Bon"));
s.add(new Student(1003,"Wide")); for (Student stu : s) {
System.out.println("按照姓名进行排序打印:"+stu); } System.out.println("------------------------------------------------"); // 先自定义比较器,使用 比较器指定的规则进行排序。那么使用有参的构造方法
Set<Student> s2 = new TreeSet<Student>(new Comparator<Student>() { @Override
public int compare(Student o1, Student o2) { // 按照学号比较元素大小
return o1.getId()-o2.getId();
}
}); s2.add(new Student(1001,"Mary"));
s2.add(new Student(1002,"Bon"));
s2.add(new Student(1003,"Wide")); for (Student stu2 : s2) {
System.out.println("按照学号进行排序的结果: "+stu2); // 按照学号进行排序的结果 } System.out.println("--------------------------------------------------"); Set<Student> s3 = new TreeSet<Student>(new Comparator<Student>() { @Override
public int compare(Student o1, Student o2) {
// 按照姓名比较元素的大小
return o1.getName().compareTo(o2.getName());
}
}); s3.add(new Student(1001,"Mary"));
s3.add(new Student(1002,"Bon"));
s3.add(new Student(1003,"Wide")); for (Student student : s3) {
System.out.println("按照姓名比较元素的大小: "+student); } } }
显示结果:
按照姓名进行排序打印:Student [id=1002, name=Bon]
按照姓名进行排序打印:Student [id=1001, name=Mary]
按照姓名进行排序打印:Student [id=1003, name=Wide]
------------------------------------------------
按照学号进行排序的结果: Student [id=1001, name=Mary]
按照学号进行排序的结果: Student [id=1002, name=Bon]
按照学号进行排序的结果: Student [id=1003, name=Wide]
--------------------------------------------------
按照姓名比较元素的大小: Student [id=1002, name=Bon]
按照姓名比较元素的大小: Student [id=1001, name=Mary]
按照姓名比较元素的大小: Student [id=1003, name=Wide]
代码:
package com.monkey1024; import java.util.ArrayList;
import java.util.Collection;
import java.util.Iterator; public class Test { public static void main(String[] args) {
Collection c = new ArrayList();
c.add(11);
c.add(22);
c.add(33);
c.add(44); Iterator it = c.iterator(); while(it.hasNext()) { Object obj = it.next();
if(obj.equals(22)) { // c.remove(obj); //报错:并发修改异常 // 在迭代器中删除元素,要使用迭代器自己的 remove()方法进行删除!!!
// 否则发生并发修改异常
it.remove();
} } System.err.println("打印删除元素22之后的集合c: "+c); } }
结果:
打印删除元素22之后的集合c: [11, 33, 44]
六、增强版 for循环 (for each)
1.语法格式:
for (元素类型 变量名 : 数组名或集合名){
循环体,使用变量名代表当前元素;
}
2.执行流程:
- 先声明元素类型的变量;
- 从数组或集合中取出元素赋值给变量
- 执行循环体
- 取出下一个元素赋值给变量
- 执行循环体
- ...............
- 元素取完为止
3.经验总结:
- 在以后的开发中,若只是遍历集合中的所有元素,则推荐使用for each循环结构;
- 在以后的开发中,若遍历集合的同时 还希望删除元素,则推荐使用迭代器结构。切记,调用的是迭代器自己的remove()方法,而不能是 集合的remove()方法。否则会产生并发修改异常。
集合的遍历方式:3种
01.toString()
02.迭代器
03.for each
对于 List 这种集合,还有get()这种方法可以遍历集合。
七、泛型机制
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" alt="" />
八、Collections类
java.util.Collections类是Java官方提供的一个工具类,该类提供了大量针对集合中元素操作的方法。如max()获取集合中最大值。
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