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Quicksort Correctness Proof by Ritter by brendan.ritter is a document available to read on EtoBox.

What is Quicksort Correctness Proof by Ritter about?

The document provides a proof of correctness for the quicksort algorithm. It begins with informal definitions of quicksort and then provides rigorous recursive definitions. It proves three properties through mathematical induction: 1) that quicksort terminates for all inputs, 2) that the output is a permutation of the input, and 3) that the output is sorted in non-decreasing order. It concludes by providing a Python implementation of quicksort.

Author

brendan.ritter

Language

EN