Linked list 总结

本文介绍了单链表的基本操作技巧,包括通过添加头结点简化链表逆序过程的方法,以及利用快慢指针寻找链表中点的技巧。此外,还详细展示了单链表的逆序算法实现及递归合并排序的代码示例。

单链表总结:

  • 首先就是指针的问题,就算new出新指针tmp做临时变量,对tmp的改变会同时改掉原指针,因为它们本身指向同一内存地址。所以对链表的操作,一定要注意指针的操作顺序。

  • 对链表的逆序,注意添加头结点,会是操作方便很多

  • nlogn的排序有快速排序、归并排序、堆排序。
    双向链表用快排比较适合,堆排序也可以用于链表,单向链表适合用归并排序

技巧:

  • 添加头指针,再进行操作,更加方便。
  • 使用快慢指针可以用来找到链表的中间点,慢指针一次走一步,快指针一次走两步
//链表的逆序
    public static ListNode reverse(ListNode head)
    {
        ListNode node = new ListNode(0);        
        //表示头指针,方便翻转

        node.next = head;
        ListNode tmp,current;
        tmp = current =head;
        while (tmp.next != null)
        {
            current = tmp.next;
            tmp.next = current.next;
            current.next = node.next;
            node.next = current;
            //注意操作指针的顺序,避免丢失数据
        }

        return node.next;
    }
单链表递归合并
    public static ListNode sortList(ListNode head)
    {
        if (head==null || head.next == null)
            return head;

        ListNode prev=null,slow=head,fast=head;             
        //快慢指针找到中间节点,慢的走一步,快的走两步,当快的到达最后,慢的会在中间
        while (fast != null && fast.next != null)
        {
            prev = slow;
            slow = slow.next;
            fast = fast.next.next;
        }

        prev.next = null;                    //进行分割

        ListNode left = sortList(head);      //递归前半段排序
        ListNode right = sortList(slow);     //递归后半段排序

        return merge(left,right);



    }
#include "linked_list.h" linked_list_ptr LINKED_LIST_CREATE () { linked_list_ptr linked_list_ptr_H = NULL; if (NULL == (linked_list_ptr_H = (linked_list_ptr)malloc (sizeof (linked_list_node)))) { return linked_list_ptr_H; } memset (&(linked_list_ptr_H->data), 'H', sizeof (linked_list_ptr_H->data)); linked_list_ptr_H->next = NULL; return linked_list_ptr_H; } int LINKED_LIST_FREE (linked_list_ptr linked_list_ptr_H) { if (NULL == linked_list_ptr_H) { return -1; } int num = -1; linked_list_ptr linked_list_ptr_node = linked_list_ptr_H; while (NULL != (linked_list_ptr_node = linked_list_ptr_node->next)) { free (linked_list_ptr_H); num ++; linked_list_ptr_H = linked_list_ptr_node; } free (linked_list_ptr_H); num ++; return num; } int LINKED_LIST_COUNT (linked_list_ptr linked_list_ptr_H) { int num = -1; while (NULL != linked_list_ptr_H) { linked_list_ptr_H = linked_list_ptr_H->next; num ++; } return num; } int LINKED_LIST_INSERT (linked_list_ptr linked_list_ptr_H, data_t data, int pos) { if (NULL == linked_list_ptr_H) { return -1; } int num = 0; if (-1 == pos) { while (NULL != linked_list_ptr_H->next) { linked_list_ptr_H = linked_list_ptr_H->next; num ++; } if (NULL == (linked_list_ptr_H->next = (linked_list_ptr)malloc (sizeof (linked_list_node)))) { return -2; } linked_list_ptr_H = linked_list_ptr_H->next; linked_list_ptr_H->data = data; linked_list_ptr_H->next = NULL; } else { while (NULL != linked_list_ptr_H->next && 0 != pos --) { linked_list_ptr_H = linked_list_ptr_H->next; num ++; } if (NULL == linked_list_ptr_H->next) { if (NULL == (linked_list_ptr_H->next = (linked_list_ptr)malloc (sizeof (linked_list_node)))) { return -2; } linked_list_ptr_H = linked_list_ptr_H->next; linked_list_ptr_H->data = data; linked_list_ptr_H->next = NULL; } else { linked_list_ptr linked_list_ptr_node = linked_list_ptr_H->next; if (NULL == (linked_list_ptr_H->next = (linked_list_ptr)malloc (sizeof (linked_list_node)))) { return -2; } linked_list_ptr_H = linked_list_ptr_H->next; linked_list_ptr_H->data = data; linked_list_ptr_H->next = linked_list_ptr_node; } } return num; } int LINKED_LIST_DELETE (linked_list_ptr linked_list_ptr_H, int pos) { if (NULL == linked_list_ptr_H) { return -1; } if (NULL == linked_list_ptr_H->next) { return -2; } int num = 0; if (-1 == pos) { while (NULL != linked_list_ptr_H->next->next) { linked_list_ptr_H = linked_list_ptr_H->next; num ++; } free (linked_list_ptr_H->next); linked_list_ptr_H->next = NULL; } else { while (NULL != linked_list_ptr_H->next->next && 0 != pos --) { linked_list_ptr_H = linked_list_ptr_H->next; num ++; } if (NULL == linked_list_ptr_H->next->next) { free (linked_list_ptr_H->next); linked_list_ptr_H->next = NULL; } else { linked_list_ptr linked_list_ptr_node = linked_list_ptr_H->next->next; free (linked_list_ptr_H->next); linked_list_ptr_H->next = linked_list_ptr_node; } } return num; } int LINKED_LIST_PURGE (linked_list_ptr linked_list_ptr_H) { if (NULL == linked_list_ptr_H) { return -1; } if (NULL == linked_list_ptr_H->next) { return 0; } if (NULL == linked_list_ptr_H->next->next) { return 1; } int num = 2; linked_list_ptr linked_list_ptr_node1 = NULL, linked_list_ptr_node2 = NULL; while (NULL != (linked_list_ptr_H = linked_list_ptr_H->next)->next->next) { linked_list_ptr_node1 = linked_list_ptr_H; while (NULL != linked_list_ptr_node1->next->next) { if (linked_list_ptr_H->data == linked_list_ptr_node1->next->data) { linked_list_ptr_node2 = linked_list_ptr_node1->next->next; free (linked_list_ptr_node1->next); linked_list_ptr_node1->next = linked_list_ptr_node2; continue; } linked_list_ptr_node1 = linked_list_ptr_node1->next; } if (linked_list_ptr_H->data == linked_list_ptr_node1->next->data) { free (linked_list_ptr_node1->next); linked_list_ptr_node1->next =NULL; } num ++; } return num; } linked_list_ptr LINKED_LIST_LOCATE_NUM2ADD (linked_list_ptr linked_list_ptr_H, int pos) { if (NULL == linked_list_ptr_H) { return NULL; } if (NULL == linked_list_ptr_H->next) { return NULL; } if (-1 == pos) { while (NULL != (linked_list_ptr_H = linked_list_ptr_H->next)->next); } else { while (NULL != (linked_list_ptr_H = linked_list_ptr_H->next) && 0 != pos --); } return linked_list_ptr_H; } int LINKED_LIST_LOCATE_ADD2NUM (linked_list_ptr linked_list_ptr_H, linked_list_ptr linked_list_ptr_node) { if (NULL == linked_list_ptr_H) { return -1; } if (NULL == linked_list_ptr_node) { return -2; } if (linked_list_ptr_H == linked_list_ptr_node) { return -3; } if (NULL == linked_list_ptr_H->next) { return -4; } int num = 0; while (NULL != (linked_list_ptr_H = linked_list_ptr_H->next) && linked_list_ptr_node != linked_list_ptr_H) { num ++; } if (linked_list_ptr_H != linked_list_ptr_node) { return -5; } return num; } int LINKED_LIST_REVERSE (linked_list_ptr linked_list_ptr_H) { if (NULL == linked_list_ptr_H) { return -1; } if (NULL == linked_list_ptr_H->next) { return 0; } if (NULL == linked_list_ptr_H->next->next) { return 1; } int num = 2; linked_list_ptr linked_list_ptr_node1 = linked_list_ptr_H->next, linked_list_ptr_node2 = linked_list_ptr_H->next->next, linked_list_ptr_node3 = linked_list_ptr_H->next->next->next; linked_list_ptr_node1->next = NULL; while (NULL != linked_list_ptr_node3) { linked_list_ptr_node2->next = linked_list_ptr_node1; linked_list_ptr_node1 = linked_list_ptr_node2; linked_list_ptr_node2 = linked_list_ptr_node3; linked_list_ptr_node3 = linked_list_ptr_node3->next; num ++; } linked_list_ptr_node2->next = linked_list_ptr_node1; linked_list_ptr_H->next = linked_list_ptr_node2; return num; } int LINKED_LIST_BUBBLE_SORT_MIN (linked_list_ptr linked_list_ptr_H) { int num = -1; linked_list_ptr linked_list_ptr_node = linked_list_ptr_H; while (NULL != linked_list_ptr_node) { linked_list_ptr_node = linked_list_ptr_node->next; num ++; } if (2 > num) { return num; } linked_list_ptr linked_list_ptr_node1 = linked_list_ptr_H->next, linked_list_ptr_node2 = linked_list_ptr_H->next->next; for (int i = 0; i < num - 1; i ++) { for (int j = 0; j < num - 1 - i; j ++) { if (linked_list_ptr_node1->data > linked_list_ptr_node2->data) { linked_list_ptr_node1->data ^= linked_list_ptr_node2->data; linked_list_ptr_node2->data ^= linked_list_ptr_node1->data; linked_list_ptr_node1->data ^= linked_list_ptr_node2->data; } linked_list_ptr_node1 = linked_list_ptr_node2; linked_list_ptr_node2 = linked_list_ptr_node2->next; } linked_list_ptr_node1 = linked_list_ptr_H->next; linked_list_ptr_node2 = linked_list_ptr_H->next->next; } return num; } int LINKED_LIST_BUBBLE_SORT_MAX (linked_list_ptr linked_list_ptr_H) { int num = -1; linked_list_ptr linked_list_ptr_node = linked_list_ptr_H; while (NULL != linked_list_ptr_node) { linked_list_ptr_node = linked_list_ptr_node->next; num ++; } if (2 > num) { return num; } linked_list_ptr linked_list_ptr_node1 = linked_list_ptr_H->next, linked_list_ptr_node2 = linked_list_ptr_H->next->next; for (int i = 0; i < num - 1; i ++) { for (int j = 0; j < num - 1 - i; j ++) { if (linked_list_ptr_node1->data < linked_list_ptr_node2->data) { linked_list_ptr_node1->data ^= linked_list_ptr_node2->data; linked_list_ptr_node2->data ^= linked_list_ptr_node1->data; linked_list_ptr_node1->data ^= linked_list_ptr_node2->data; } linked_list_ptr_node1 = linked_list_ptr_node2; linked_list_ptr_node2 = linked_list_ptr_node2->next; } linked_list_ptr_node1 = linked_list_ptr_H->next; linked_list_ptr_node2 = linked_list_ptr_H->next->next; } return num; } int LINKED_LIST_PRINTF (linked_list_ptr linked_list_ptr_H) { if (NULL == linked_list_ptr_H) { return -1; } int num = 0; linked_list_ptr linked_list_ptr_node = linked_list_ptr_H; while (NULL != (linked_list_ptr_node = linked_list_ptr_node->next)) { printf ("%d ", linked_list_ptr_node->data); num ++; } if (NULL != linked_list_ptr_H->next) { putchar ('\n'); } return num; } 寻找这段代码的错误
最新发布
12-06
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