Question: Name one algorithm that sorts $n$ keys using comparisons with the preconditions stated for each case below. Then give the running time In case of

Name one algorithm that sorts $n$ keys using comparisons with the preconditions stated for each case below. Then give the running time In case of a tie name the lexicographically first (InsertionSort is first, Odd-even transposition sort is next and SelectionSort is last, HeapSort before MergeSort!)

(a) Name Fastest sorting algorithm that sorts in-place.

(b) For (a) give its running time in as tight asymptotic notation as possible.

(d) For (c) give its running time in as tight asymptotic notation as possible.

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