java collections读书笔记(10) Set

时间:2024-05-22 15:36:32

aaarticlea/png;base64,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" alt="" />

set里的元素,不可以重复。

这里需要说明一点,set里的元素,不仅仅是唯一的,而且,是不可修改的,但是,可以插入,可以删除。如果这些元素被修改,则就会在set里消失了。而且,最多只包含一个null对象。

针对Set接口,框架有2个具体的实现:HashSet和TreeSet。

关于HashSet:

参见:http://www.cnblogs.com/aomi/p/3144678.html

add():如果元素没有,则加入进去,同时返回true。如果元素有(hashcode一致),则返回false,同时新的元素提到就的元素。

举例如下:

aaarticlea/png;base64,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" alt="" />

关于TreeSet:

TreeSet和HashSet差不多,一般情况下都是用HashSet,只有需要排序的时候,采用TreeSet。而且,是树平衡的,是red-black tree。

red-black tree具有一下特点:

1. Every node in the tree is either black or red.
2. The root is always black.
3. If a node is red, its children must be black.
4. Every path from the root to a leaf (or null child) must contain the same number of black
nodes.

内部调用的是TreeMap。

创建TreeSet():

public TreeSet(Comparator comp);通过传入比较方法来构造TreeSet()。

TreeSet是依靠TreeMap来实现的。
TreeSet是一个有序集合,TreeSet中的元素将按照升序排列,缺省是按照自然排序进行排列,意味着TreeSet中的元素要实现Comparable接口。或者有一个自定义的比较器。
我们可以在构造TreeSet对象时,传递实现Comparator接口的比较器对象。

import java.util.Iterator;
import java.util.*; public class TreeSetTest {
public static void main(String[] args) {
Set ts = new TreeSet();
ts.add("abc");
ts.add("xyz");
ts.add("rst");
Iterator it = ts.iterator();
while (it.hasNext()) {
System.out.println(it.next());
}
}
}

输出:

abc

rst

xyz

打印结果不是和先前加入的顺序一样,它是按照一个字母的排序法进行排序的。这是因为String 类实现了Comparable接口。

如果我们自己定义的一个类的对象要加入到TreeSet当中,那么这个类必须要实现Comparable接口。

代码

import java.util.Iterator;
import java.util.*; public class TreeSetTest {
public static void main(String[] args) {
Set ts = new TreeSet();
ts.add(new Teacher("zhangsan", 1));
ts.add(new Teacher("lisi", 2));
ts.add(new Teacher("wangmazi", 3));
ts.add(new Teacher("mazi", 3));
Iterator it = ts.iterator();
while (it.hasNext()) {
System.out.println(it.next());
}
}
} class Teacher implements Comparable {
int num;
String name; Teacher(String name, int num) {
this.num = num;
this.name = name;
} public String toString() {
return "学好" + num + "姓名" + name;
} public int compareTo(Object o) {
Teacher ss = (Teacher) o;
int result = num > ss.num ? 1 : (num == ss.num ? 0 : -1);
if (result == 0) {
result = name.compareTo(ss.name);
}
return result;
}
}

java collections读书笔记(10) Set

意:如果将 int result = num > ss.num ? 1 : (num == ss.num ? 0 : -1);写成了int result = ss.num > num ? 1 : (ss.num == num ? 0 : -1);那么得到的结果就是倒序排列的,并不是升序的。

在使用Arrays对数组中的元素进行排序的时候,可以传递一个比较器。

在使用Collections对集合中的元素进行排序的时候,可以传递一个比较器。

那么在使用TreeSet对加入到其中的元素进行排序的时候可以传入一个比较器吗?

 public TreeSet(Comparator<? super E> comparator) {
this(new TreeMap<E,Object>(comparator));
}

通过查看它的构造方法就知道可以传入一个比较器。

构造一个新的空TreeSet,它根据指定比较器进行排序。插入到该 set 的所有元素都必须能够由指定比较器进行相互比较: 对于 set 中的任意两个元素 e1 和e2,执行 comparator.compare(e1, e2) 都不得抛出 ClassCastException。如果用户试图将违反此约束的元素添加到 set 中,则 add 调用将抛出 ClassCastException。

代码

import java.util.Comparator;
import java.util.Iterator;
import java.util.TreeSet; public class TreeSetTest {
public static void main(String[] args) {
TreeSet ts = new TreeSet(new Teacher.TeacherCompare());
ts.add(new Teacher("zhangsan", 2));
ts.add(new Teacher("lisi", 1));
ts.add(new Teacher("wangmazi", 3));
ts.add(new Teacher("mazi", 3));
Iterator it = ts.iterator();
while (it.hasNext()) {
System.out.println(it.next());
}
}
} class Teacher {
int num;
String name; Teacher(String name, int num) {
this.num = num;
this.name = name;
} public String toString() {
return "学号:" + num + " 姓名:" + name;
} static class TeacherCompare implements Comparator {// 老师自带的一个比较器 public int compare(Object o1, Object o2) {
Teacher s1 = (Teacher) o1;// 转型
Teacher s2 = (Teacher) o2;// 转型
int result = s1.num > s2.num ? 1 : (s1.num == s2.num ? 0 : -1);
if (result == 0) {
result = s1.name.compareTo(s2.name);
}
return result;
} } }

java collections读书笔记(10) Set