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Snip summary	AVL tree (data structure) Definition: A balanced binary search tree where the heig ... AVL tree http://www.nist.gov/dads/HTML/avltree.html

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AVL tree

(data structure)

Definition: A balanced binary search tree where the height of the two subtrees (children) of a node differs by at most one. Look-up, insertion, and deletion are O(log n), where n is the number of nodes in the tree.

HTML	<h1>AVL tree</h1> <p> (data structure) </p> <p> <strong>Definition:</strong> A <a href="balancedbitr.html"><em>balanced</em></a> <a href="binarySearchTree.html"><em>binary search tree</em></a> where the <a href="height.html"><em>height</em></a> of the two subtrees (<a href="child.html"><em>children</em></a>) of a node differs by at most one. Look-up, insertion, and deletion are <a href="bigOnotation.html"><em>O(log n)</em></a>, where n is the number of <a href="node.html"><em>nodes</em></a> in the tree.</p>

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<h1>AVL tree</h1> (data structure) Definition: A <a href="balancedbitr.html">balanced</a> <a href="binarySearchTree.html">binary search tree</a> where the <a href="height.html">height</a> of the two subtrees (<a href="child.html">children</a>) of a node differs by at most one. Look-up, insertion, and deletion are <a href="bigOnotation.html">O(log n)</a>, where n is the number of <a href="node.html">nodes</a> in the tree.

Snip!t from collection of Alan Dix

AVL tree

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