LeetCode----Copy List with Random Pointer 深度拷贝,浅度拷贝,Lazy拷贝解析
题目:A linked list is given such that each node contains an additional random pointer which could point to any node in the list or null.
Return a deep copy of the list.
分析:
题目给出了一个特殊的单链表。链表的每一个节点多了个指针域: random. 随机只向链表的某一个 node。
题目要求我们给出这个链表的一个 deep copy.
首先,何为 deep copy ??
Part 1: 三种 Object Copy 的对比(以 Array 为例)
1. Shallow copy
拷贝时仅仅复制的是 指针 或者 引用, 也就是说 数据仅存在一份。
当然,得到效率的同时,存在的问题就是,如果原来的数据改变了, 复制后的对象也改变了,因为仅仅存在一份数据!!!
Note: 其实是出于效率的考虑,在某些场合,并不需要多份数据时,可以采用 shallow copy
2. Deep copy
与 shallow copy 不同,deep copy 复制后,数据有多份。因此, deep copy 也比较费时。
在 C++ 中,可以自行定义类的 copy 构造函数来实现 deep copy.
Python 中,array 默认的复制是 shallow copy, 可以采用 copy 模块的 deep copy
3. Lazy copy
这是一种上述两种策略的组合。又称为 copy-on-write.
最初复制时,采用效率更高的 shallow copy, 同时用一个计数器 counter 记录当前share数据的对象数目。
当需要对数据进行修改时,根据 counter, 采用 deep-copy,
也就是当需要 deep-copy 时,才调用比较费时的 deep-copy.
回归本题:deep copy of the list
对于正常的单链表, 一份 deep copy 非常的容易。只要对链表循环一次,依次复制节点即可。
但是问题的困难在于: Node 多了一个 random 指针域。
对于 random 域:
如果 原链表: Node i 指向 Node j
新链表: Node i 同样指向 Node j(新链表的node)
如何能够找到新链表每个节点 random 域 所指向的节点呢??
思路: Step 1: 首先指向在原链表的每个节点后面,复制一个新的节点,原链表长度变为 2 倍
random 指针指向的是 原链表节点 random 指针指向的节点的后面的那个节点
Step 2: 将链表拆成两个 lists
/**
* Definition for singly-linked list with a random pointer.
* struct RandomListNode {
* int label;
* RandomListNode *next, *random;
* RandomListNode(int x) : label(x), next(NULL), random(NULL) {}
* };
*/
class Solution {
public:
RandomListNode *copyRandomList(RandomListNode *head) {
RandomListNode *tHead = head;
RandomListNode *next = NULL;
while(tHead)
{
next = tHead->next;
RandomListNode *node = new RandomListNode(tHead->label);
node->next = tHead->next;
//node->random = tHead->random;
tHead->next = node;
tHead= next;
}
tHead = head;
while(tHead)
{
if(tHead->random) tHead->next->random = tHead->random->next;
tHead = tHead->next->next;
}
RandomListNode *retHead = NULL;
RandomListNode *tRet = NULL; tHead = head;
RandomListNode *next2 = NULL;
while(tHead)
{
if(retHead == NULL)
{
next2 = tHead->next->next;
retHead = tHead->next;
tRet = retHead;
tHead->next = next2;
tHead = next2;
}
else
{
next2 = tHead->next->next;
tRet->next = tHead->next;
tHead->next = next2;
tHead = next2;
tRet = tRet->next;
} }
return retHead;
}
};
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