《算法竞赛入门经典》6-6小球下落——二叉树的编号

这篇博客介绍了算法竞赛中关于二叉树编号的问题,通过小球从根节点下落到叶节点的过程来探讨二叉树节点的编号规律。举例说明了一棵最大深度为4的完全二叉树,分析了小球如何根据节点标志改变方向并停止的位置。文章提出了根据小球编号的奇偶性判断其下落路径的方法,减少了运算量,并提供了样例输入和输出。

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6.3.1 二叉树的编号

6-6 Dropping Balls
A number of K balls are dropped one by one from the root of a fully binary tree structure FBT. Each time the ball being dropped first visits a non-terminal node. It then keeps moving down, either follows the path of the left subtree, or follows the path of the right subtree, until it stops at one of the leaf nodes of FBT. To determine a ball’s moving direction a flag is set up in every non-terminal node with two values, either false or true. Initially, all of the flags are false. When visiting a non-terminal node if the flag’s current value at this node is false, then the ball will first switch this flag’s value, i.e., from the false to the true, and then follow the left subtree of this node to keep moving down. Otherwise, it will also switch this flag’s value, i.e., from the true to the false, but will follow the right subtree of this node to keep moving down. Furthermore, all nodes of FBT are seque

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