• We can use either of two methods on the java.nio.Files class to start the tree traversal.

    我们可以利用两个方法中的任何一个在类上启动树遍历。

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  • For example, imagine you need a data structure for tree traversal and choose to write a stack.

    假设你需用栈来实现遍历树的数据结构。

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  • Binary tree operation: create a binary tree, before traversing binary, inorder, postorder binary tree traversal.

    说明:二叉树操作:建立二叉树,前序遍历二叉树、中序、后序遍历二叉树。

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  • Any XML document is a well-defined tree of elements and attributes, and XML queries are expressed in terms of tree traversal.

    每个XML文档均是定义良好的元素和属性树,并使用树遍历来表示XML查询。

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  • You should be familiar with the following XML-related, computer-science concepts: tree traversal, recursion, and reuse of data.

    应该熟悉下列与 XML 有关的计算机科学概念:树遍历、递归和数据重用。

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  • The concepts such as mathematical expression, stack operation and binary tree traversal must be presented in data structure.

    数学表达式、栈的操作、二又树的遍历,这几个概念在数据结构的教材中是不可缺少的。

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  • Recursive and non recursive implementation of binary tree traversal, the use of queues to achieve the level of binary tree traversal.

    利用递归和非递归实现二叉树的中序遍历,利用队列实现二叉树的层次遍历。

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  • Enter the tree traversal Preorder traversal of the results and the results of established tree and gives the results after the traversal.

    输入树的前序遍历结果和中序遍历结果建立起这棵树并给出后序遍历结果。

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  • Runtime APIs, such as DOM, are moving towards allowing programmers to write XPath expressions rather than writing explicit tree traversal code (which can be painful).

    运行时api,诸如dom,正在倾向于允许程序员编写XPath表达式而不是编写明确的树遍历代码(后者是一个痛苦的过程)。

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  • The XML tree displayed from the XML document content can be edited directly facilitating easy traversal.

    从XML文档内容显示的xml树可以直接编辑,从而促进轻松的遍历。

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  • Figure 2-proxy server traversal decision tree.

    图2——代理服务器遍历决策树。

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  • Is similar to the preceding method but gives you two additional parameters to specify visit options and how many directories deep into the file tree the traversal should go.

    与前面的方法相似,但是它给出两个附加的参数来指定访问选项,以及遍历将访问文件树中的多少个目录。

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  • InfoQ: Does Repository Manager support traversal of dependency tree of arbitrary depth?

    InfoQ:RepositoryManager支持遍历任意深度的依赖树吗?

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  • Note that in traversing a tree, at any point in the traversal, a node can be the root of a new subtree.

    注意在穿越树中,任何的点,一个节点都可能是新的子树的根。

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  • By careful researches of the traversal of binary tree, a new method of traversing binary tree is brought forward, which is able to solve the problem of traversal of binary tree.

    对二叉树的遍历过程进行深入地研究,提出一种生成二叉树遍历序列的新方法,解决了二叉树遍历序列的生成问题。

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  • Zippers allow that focal node to travel around the tree, getting constant-time access wherever you are (not including the traversal time to reach the node).

    zippers允许关注节点沿树移动,使您可在任意位置获得常量时间访问(不包括到达节点的遍历时间)。

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  • The pre order, in order and post order traversal of every binary tree are unique, but those of different binary trees may be identical.

    但是不同的二叉树的先序遍历序列或中序遍历序列或后序遍历序列有可能是相同的。

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  • Given preorder and inorder traversal of a tree, construct the binary tree.

    给定一个二叉树的前序和中序遍历,重建这棵二叉树。

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  • Given preorder and inorder traversal of a tree, construct the binary tree.

    给定先序和中序遍历,构造二叉树。

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  • User specified nodes as a starting point, the output of each node traversal visit Spanning Tree sequence and the corresponding set of edges.

    以用户指定的节点为起点,分别输出每种遍历下的节点访问序列和相应生成树的边集。- one。

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  • Binary Search tree pre -, in -, post-order traversal for given tree.

    二进制搜索树前,在-,邮政汇票遍历树。

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  • Given a sequence of binary trees, you are to write a program that prints a level-order traversal of each tree.

    给定一个二叉树序列,你要写一个程序将每棵树按层序访问并打印出来。

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  • In the data structure, the binary tree can be uniquely confirmed when the nodes sequences of this binary tree for preorder traversal and inorder traversal are knows.

    在数据结构中,已知一棵二叉树的先序序列和中序序列,可唯一确定此二叉树。

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  • One way to serialize a binary tree is to use pre-oder traversal.

    先序遍历是序列化二叉树的方式之一。

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  • One way to serialize a binary tree is to use pre-oder traversal.

    先序遍历是序列化二叉树的方式之一。

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