An in order tree walk of an n-node binary search tree can be implemented by finding the

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An in order tree walk of an n-node binary search tree can be implemented by finding the minimum element in the tree with TREE-MINIMUM and then making n-1 calls to TREESUCCESSOR. Prove that this algorithm runs in Θ (n) time.

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Note that a call to TREEMINIMUM followed by n 1 calls to TREESUCCESSOR performs exactly the same in order walk of the tree as does the procedure INORD...View the full answer

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Related Book For answer-question

Introduction to Algorithms

ISBN: 978-0262033848

3rd edition

Authors: Thomas H. Cormen, Charles E. Leiserson, Ronald L. Rivest

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Question Posted: Jul 13, 2010 02:17 AM

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An in order tree walk of an n-node binary search tree can be implemented by finding the

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Note that a call to TREEMINIMUM followed by n 1 calls to TREESUCCESSOR performs exactly the same in order walk of the tree as does the procedure INORD...View the full answer

Introduction to Algorithms

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