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Run Time Analysis of the Merging Part in Mergesort
I want to show that if I apply the Mergesort on a set $M$ with $n$ elements and divide $M$ in $2<b\le n$ parts instead of just $2$, that the I need $O(nlog_2 (b))$ time for the merging part.
So ...
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How to state a recurrence that expresses the worst case for good pivots?
The Problem
Consider the randomized quicksort algorithm which has expected worst case running time of $\theta(nlogn)$ . With probability $\frac12$ the pivot selected will be between $\frac{n}{4}$ and $...