








David A. Bader
IEEE Fellow
AAAS Fellow
Professor
College of Computing
Georgia Tech
Atlanta, GA
30332

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We
introduce a new deterministic parallel sorting algorithm
based on the regular sampling approach. The algorithm
uses only two rounds of regular all-to-all personalized
communication in a scheme that yields very good load
balancing with virtually no overhead. Moreover, unlike
previous variations, our algorithm efficiently handles
the presence of duplicate values without the overhead
of tagging each element with a unique identifier. This
algorithm was implemented in Split-C and
run on a variety of platforms, including the Thinking
Machines CM-5, the IBM SP-2-WN, and the Cray Research
T3D. We ran our code using widely different benchmarks
to examine the dependence of our algorithm on the input
distribution. Our experimental results illustrate the
efficiency and scalability of our algorithm across different
platforms. In fact, the performance compares closely
to that of our random sample sort algorithm, which seems
to outperform all similar algorithms known to the authors
on these platforms. Together, their performance is nearly
invariant over the set of input distributions, unlike
previous efficient algorithms. However, unlike our randomized
sorting algorithm, the performance and memory requirements
of our regular sorting algorithm can be deterministically
guaranteed.
Publication
History
Versions
of this paper appeared as:
- University
of New Mexico AHPCC-TR-98-007
- University
of Maryland CS-TR-3670, UMIACS-TR-96-54
- D.R.
Helman, J. JáJá , D.A. Bader. `` A
New Deterministic Parallel Sorting Algorithm With an
Experimental Evaluation,'' ACM
Journal of Experimental Algorithmics, 3(4):1-24,
1998.
Click here to get the code (psort)
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Last updated:
July 25, 2004
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Computational Biology

Parallel Computing

Combinatorics

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