'Avl tree property' presentation slideshows

Balanced Binary Search Tree

Balanced Binary Search Tree. Worst case height of binary search tree: N-1 Insertion, deletion can be O(N) in the worst case We want a tree with small height Height of a binary tree with N node is at least O (log N) Complete binary tree has height log N.

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Lecture 10 Oct 1, 2012 Complete BST deletion

Lecture 10 Oct 1, 2012 Complete BST deletion Height-balanced BST Application of BST. Balanced Binary Search Tree. Worst case height of binary search tree: N-1 Insertion, deletion can be O(N) in the worst case We want a tree with small height

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CS2420: Lecture 27

CS2420: Lecture 27. Vladimir Kulyukin Computer Science Department Utah State University. Outline. Balanced Binary Trees (AVL Trees) Section 4.4. Review: AVL Tree. An empty binary tree is an AVL tree. If T is a non-empty binary tree, then T is an AVL tree if and only if:

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AVL TREES

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