Examples of using Binary tree in English and their translations into Russian
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the unrooted binary tree describing the evolution of those four species,
completely thwart a theoretically efficient binary tree or hash function implementation.
An unrooted binary tree on n labeled leaves can be formed by connecting the nth leaf to a new node in the middle of any of the edges of an unrooted binary tree on n- 1 labeled leaves.
often an unrooted binary tree.
A threaded binary tree defined as follows:"A binary tree is threaded by making all right child pointers that would normally be null point to the inorder successor of the node(if it exists),
An unrooted binary tree T may be transformed into a full rooted binary tree(that is, a rooted tree in which each non-leaf node has exactly two children)
use them to form an interactive quiz as a binary tree so that no matter how the player answers quiz questions,
For example, given a binary tree of infinite depth,
A binary tree is threaded by making every left child pointer(that would otherwise be null)
Inorder of the threaded tree is ABCDEFGHI, the predecessor of E is D, the successor of E is F. Let us make the Threaded Binary tree out of a normal binary tree The INORDER traversal for the above tree is-D B A E C. So, the respective Threaded Binary tree will be-- In an m-way threaded binary tree with n nodes, there are n* m-( n-1) void links.
If T is an unrooted binary tree, it defines a hierarchical clustering of its leaves: for each edge(u, v)
in particular they include the perfect binary trees.
Unrooted binary trees have also been called free binary trees,
Binary trees, and trees of bounded degree more generally,
For this reason, there are exactly 2n -3 times as many full rooted binary trees with n leaves as there are unrooted binary trees with n leaves.
In computer science, binary trees are often rooted and ordered when they
If they are equivalent to certain vertex-induced binary trees(cutting one edge
the most natural graph enumeration problem on unrooted binary trees is to count the number of trees with n labeled leaves
A complete binary tree can be efficiently represented using an array.
edges can make a complete duplicate of a binary tree.