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Research Article · Free to read · Published 31 January 2008

Parallel Two-Dimensional Quicksort Algorithm (PTSA)

Hamed Al Rjoub, Ahmad Odat & Abdullah Audat

Journal of Computer Science, Volume 4, Issue 1, pp. 66–71 · doi.org/10.3844/jcssp.2008.66.71

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Abstract

In this research, a Parallel Two-Dimensional Sorting Algorithm (PTSA) is presented that has better performance than the classical Quicksort, to sort a data vector of size n = r (rows) × c(columns). PTSA algorithm divides the input vector into n/r sub-vectors, which represents tow-dimensional vector of Slave Processor Elements (VPE ), the maximum number of VPE for parallel sorting is equal to r×c, VPE just the read,and write operations. The number of Master Processors (MP) which do the sort operation is equal to c, The time needed for PTSA algorithm is reduced by θ (n/r log n/r) with respect to the time needed by Quicksort θ (n log n) to sort the same vector. Simulation results show that the efficiency of sorting using PTSA algorithm is increased and the complexity is reduced significantly compared with classical Quicksort.

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Rjoub, H. A., Odat, A. & Audat, A. (2008). Parallel Two-Dimensional Quicksort Algorithm (PTSA). Journal of Computer Science, 4(1), 66–71. https://doi.org/10.3844/jcssp.2008.66.71

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Parallel Two-Dimensional Quicksort Algorithm (PTSA)Journal of Computer Science · Volume 4, Issue 1 · pp. 66–71 · © Science PublicationsDownload