Use ‘complete binary tree’ in a sentence | ‘complete binary tree’ example sentences
1- In complete binary tree , all nodes are far left as possible.
2- To decode unsigned integers less than “limit”, an array of (“limit” – 1) 11-bit probability variables is provided, which are conceptually arranged as the internal nodes of a complete binary tree with “limit” leaves.
3- Any binary tree can be stored in an array, but because a binary heap is always a complete binary tree , it can be stored compactly.
4- In a complete binary tree , a node’s breadth-index (“i – (2d – 1)”) can be used as traversal instructions from the root.
5- Binary trees can also be stored in breadth-first order as an implicit data structure in arrays, and if the tree is a complete binary tree , this method wastes no space.
6- The maximum possible number of null links (i.e., absent children of the nodes) in a complete binary tree of “n” nodes is (“n”+1), where only 1 node exists in bottom-most level to the far left.
7- An infinite complete binary tree has countably infinite number of levels, in which every node has two children, so that there are 2″d” nodes at level “d”.
8- It can have between 1 and 2″h” nodes, as far left as possible, at the last level h. A binary tree is called an almost complete binary tree or nearly complete binary tree if mentioned exception holds, i.e. the last level is not completely filled.
9- It can have between 1 and 2″h” nodes, as far left as possible, at the last level h. A binary tree is called an almost complete binary tree or nearly complete binary tree if mentioned exception holds, i.e. the last level is not completely filled.
10- An additional requirement for a complete binary tree is that for the nth level, while every node does not have to exist, the nodes that do exist must fill from left to right.
11- A complete binary tree is a binary tree, which is completely filled, with the possible exception of the bottom level, which is filled from left to right.
12- There is a time-space trade-off between iterating a complete binary tree this way versus each node having pointer/s to its sibling/s.
13- The number of internal nodes in a complete binary tree of “n” nodes is ⌊ “n”/2 ⌋.
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abstract syntax tree – sandarac tree – domain tree – domain tree manager – axle tree – spanning tree – overlay tree – complete binary tree – varnish tree – puzzle tree – quad tree – turpentine tree – snow loaded tree – pine-tree crystal – fault tree analysis –
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