python
20行,O(n)算法,无额外空间开销。需要两个辅助函数:
reverse(h, k)
:给定一个头节点和k,反转至多k个节点,返回反转后的头节点、下一段的头节点和已反转数;reverse_k(head, k)
:按K个每组反转链表,返回反转后的头节点;
reverse(h, k)
就是单纯反转链表,没什么可说的;reverse_k(head, k)
需要加一个判断,调用reverse(h, k)
进行反转后,如果本组反转量小于k个,则再次调用reverse(h, k)
撤销反转,详见代码。
- 首先是给出链表的数据结构和读题目的IO,并根据IO构建链表,没什么好说的,大家都能写:
# --- 构建链表BEG ---# class ListNode: def __init__(self, x): self.val = x self.next = None v = list(map(int, input().split())) k = int(input()) head = ListNode(None) pre = head for i in v: c = ListNode(i) pre.next = c pre = c head = head.next # --- 构建链表END ---#
- 算法核心,详见开头。
def reverse(h, k): pre, c, cnt, tail = None, h, 0, h while c and cnt<k: # 翻转节点 cnt += 1 temp = c.next c.next, pre, c = pre, c, temp return pre, c, cnt # 此时, pre 为逆转后的头节点, c为下一段的头节点, cnt为已逆转的个数 def reverse_k(head, k): if head is None: return None# 返回头和尾 tail = head head, next_head, cnt = reverse(head, k) if cnt == k: next_head = reverse_k(next_head, k)# 逆转下一组 tail.next = next_head # 本组的尾接下一组的头 else: head, _, _ = reverse(head, k) # 取消逆转操作 return head
- 输出,没啥可说的:
# --- output ---# head = reverse_k(head, k) # 反转链表 while head: # output print(head.val, end=" ") head = head.next