What is the absolute maximum number of inputs

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Problem

1. Show that the probability that any given input element x belongs to more than 2logn subproblems in size group i, for randomized quick-sort, is at most 1/n2.

2. Of the n# possible inputs to a given comparison-based sorting algorithm, what is the absolute maximum number of inputs that could be sorted with just n comparisons?

Reference no: EM131841513

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