学习了一下linkedList的源码,做下记录. java底层实现的是双向环链表,程序定义了一个header,来保存头结点,header.next指向最后一个节点(最后插入到),header.prevoious指向第一个节点(最先插入的)。
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" alt="" />
链表中的节点是通过Entry 来充当节点的:
Entry是一个 private static 约束的内部类
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" 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初始化的时候造了个环,以后的所有操作就在环中进行。
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在进行插入或者删除时需要查找的时候,由于是双向链表,那么由哪头开始进行查找呢?看代码
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" alt="" />
可见。如果位置小于size的一半就从尾(最后插入的地方)开始查找,大于一半从头(最先插入的地方)开始查找。
添加、删除、查找没什么可说的,就是引用的替换。
LinkedList 可以通过迭代器进行迭代,主要是Collection继承了Iterable
aaarticlea/png;base64,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" alt="" />
在LinkedList中添加了一个内部类ListItr实现了linkedList的迭代输出。
aaarticlea/png;base64,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" alt="" />
调用结构如下:
link.iterator(); 找到AbstractSequentialList中的iterator()方法,返回ListItr对象。
linkedList中实现了ListItr ,所以 link.iterator();便把linkedList中的ListItr给返回过去了。
linkedList在ListItr实现了接口Iterator,同时实现了三个方法(hasNext(),next(),remove())。
这里涉及到子类的继承和接口的实现,特别是子类对父类的方法覆写,不是太明白的话可以好好研究研究。
程序中有段循环挺溜的,贴出来分享一下:这是查找某个数据在链表中的位置。
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alt="" />
根据源码简单的实现了一下linkedList的基本功能代码如下:
package com.zpj.LinkedList; import java.util.Iterator;
import java.util.NoSuchElementException; public class LinkedList<T> implements Iterable<T> { private static class Node<T> {
Node<T> previous;
Node<T> next;
T data; public Node(Node<T> previous, Node<T> next, T data) {
super();
this.previous = previous;
this.next = next;
this.data = data;
}
} private Node<T> head = new Node<T>(null, null, null);
private int size = 0; public LinkedList() {
head.previous = head.next = head;
} public boolean add(T data) {
return addData(data, head);
} private boolean addData(T data, Node<T> node) {
if (data == null) {
return false;
}
Node<T> tempNode = new Node<T>(node, node.next, data);
node.next.previous = tempNode;
node.next = tempNode;
size++;
return true;
} public T get(int index) {
Node<T> node = head.next;
if (index < 0 || index > size)
throw new IndexOutOfBoundsException("");
if (index < (size >> 1)) {
for (int i = 0; i < index; i++) {
node = node.next;
}
} else {
for (int i = size; i > index; i--) {
node = node.previous;
}
}
return node.data;
} private class ListItr implements Iterator<T> {
private Node<T> lastReturnNode;
private Node<T> nextNode;
private int nextIndex; public ListItr(int index) {
if (index < 0 || index > size)
throw new IndexOutOfBoundsException("Index:" + index + ";size:" + size);
if (index < (size >> 1)) {
nextNode = head.next;
for (nextIndex = 0; nextIndex < index; nextIndex++) {
nextNode = nextNode.next;
}
} else {
nextNode = head.previous;
for (nextIndex = size; nextIndex > index; nextIndex--) {
nextNode = nextNode.previous;
}
}
} @Override
public boolean hasNext() {
return nextIndex != size;
} @Override
public T next() {
if (nextIndex == size)
throw new NoSuchElementException();
lastReturnNode = nextNode;
nextNode = nextNode.next;
nextIndex++;
return lastReturnNode.data;
} @Override
public void remove() {
}
} @Override
public Iterator<T> iterator() {
return new ListItr(0);
} }
LinkedList的实现本身不是很复杂,在这里只记录了一些自认为比较关键的几个点,如果想深入了解可以看下这篇博客http://www.cnblogs.com/ITtangtang/p/3948610.html写的挺漂亮的!