java单链表反转(花了半个多小时的作品)

2023-02-14,,,,

欢迎光临...............

首先我们要搞清楚链表是啥玩意儿?先看看定义:

讲链表之前我们先说说Java内存的分配情况:我们new对象的时候,会在java堆中为对象分配内存,当我们调用方法的时候,会将方法加载到方法区,在方法区保存了加载类的信息,常量,静态变量等等。搞明白这个我们再来讲链表。

链表是一种物理存储单元上非连续、非顺序的存储结构,数据元素的逻辑顺序是通过链表中的指针链接次序实现的。链表由一系列结点(链表中每一个元素称为结点)组成,结点可以在运行时动态生成。每个结点包括两个部分:一个是存储数据元素的数据域,另一个是存储下一个结点地址的指针域。 这个定义估计太过书面化,对初学者来说,不好理解,其实简单点说就是酱紫的。我们创建了一个类Node,这个类当中有两个变量,一个data用于存储数据,还有一个Node类型的变量next用于存储另一个对象在java堆中的地址。然后new了很多个Node类的对象,我们通过setNext方法将第二个对象node2的地址给node1保存起来,同样的将第三个对象node3的地址交给node2保存起来。通过这种方式,我们就将很多个对象连成串了,形成了一种链状。这就是链表了。

这儿着重声明:在Java中,没有地址一说,只有hashCode。其实hashCode就是通过算法,将每一个对象的地址算成一个code转成一个特有的字符串。当我们没有复写Object类的toString方法的时候,该类的对象调用toString方法,打印出来,或者不调用toString方法,直接打印该类的对象,其实就是将hashCode打印出来了。这个hashCode就相当于是内存了。

先上一张图片:

可能不是很好理解:

  迭代法。先将下一节点纪录下来,然后让当前节点指向上一节点,再将当前节点纪录下来,再让下一节点变为当前节点。

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" alt="" />

代码:

 package com.atguigu.reverse;

 public class LinkedList {
public static void main(String[] args) {
Node node = new Node(1);
node.next = new Node(2);
node.next.next = new Node(3);
node.next.next.next = new Node(4);
Node res = reverse(node);
System.out.println(res);
} public static Node reverse(Node node){
//如何链表没有元素,返回null值。
if(node == null){
return null;
} //如果链表只有一个元素,不必要反转,返回链表本身就行。
if(node.next == null){
return node;
} //当链表超过两个及以上就需要反转
Node pre = null;//用于保存当前节点的前一个节点
Node cur = node;//cur保存当前节点 while(cur != null){
Node next = cur.next;//获取当前节点的下一个元素
cur.next = pre;//把当前节点的next指向前一个元素
pre = cur;//把当前节点改为前一个节点(其实就是前一个元素后移一位)。
cur = next;//把当前节点的下一个节点改为当前节点(其实就是前一个元素后移一位)。
} //因为反转后pre是第一个节点,所以返回pre.
return pre;
}
} class Node{
public Integer data;
public Node next;
public Node(Integer data) {
super();
this.data = data;
}
@Override
public String toString() {
return "Node [data=" + data + ", next=" + next + "]";
}
}

ok.......

java单链表反转(花了半个多小时的作品)的相关教程结束。

《java单链表反转(花了半个多小时的作品).doc》

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