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((. (Rotations, Complexity, &), O(log n), contains a single key K and…
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contains a single key K and has two children: the left child serves as the root of a subtree whose keys are less than K, and the right child serves as the root of a subtree whose keys are greater than K.
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can be defined as a binary tree with keys assigned to its nodes, one key per node provided the following two conditions are met:
- the binary tree is essentially complete
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Transform and Conquer
- Presort_Element_Uniqueness(A[0..n − 1])
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of every node, which is defined as the difference between the heights of the node’s left and right subtrees,
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