1982International Journal of Computer MathematicsRequires access

The parallel quicksort algorithm part i–run time analysis

D. J. Evans, Richard C. Dunbar

Open publisher page 9 citations

Abstract

In this paper a general purpose sorting algorithm is produced which is suitable for execution on a parallel computer. The algorithm which is based on Quicksort does not require a fixed number of processors but may theoretically use as many processors as are available. The analysis of the algorithm reveals that there is a maximum number of processors that can be used for a particular size of set Sn

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What this paper is about

In this paper a general purpose sorting algorithm is produced which is suitable for execution on a parallel computer. The algorithm which is based on Quicksort does not require a fixed number of processors but may theoretically use as many processors as are available. The analysis of the algorithm reveals that there is a maximum number of processors that can be used for a particular size of set Sn

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OpenAlex reports 9 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

In this paper a general purpose sorting algorithm is produced which is suitable for execution on a parallel computer. The algorithm which is based on Quicksort does not require a fixed number of processors but may theoretically use as many processors as are available. The analysis of the algorithm reveals that there is a maximum number of processors that can be used for a particular size of set Sn

Key concepts: Quicksort, Computer science, Sorting algorithm, Algorithm, Parallel computing, Sorting, Set (abstract data type), Execution time

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