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Exploiting partial order with Quicksort

  • Published:1984-06 Issue:6 Volume:14 Page:509-518
  • ISSN:0038-0644
  • Container-title:Software: Practice and Experience
  • language:en
  • Short-container-title:Softw: Pract. Exper.

Author:

Dromey R. Geoff

Publisher

Wiley

Subject

Software

Reference10 articles.

1. Quicksort

2. Increasing the efficiency of quicksort

3. Algorithm 271: quickersort

4. Algorithm 347: an efficient algorithm for sorting with minimal storage [M1]

5. ‘Quicksort’, Ph.D Thesis, Standford University, 1975. (Report Number STAN-CS-75–492.)

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1. Bibliography;Sorting;2011-10-26

2. Inversion-sensitive sorting algorithms in practice;ACM Journal of Experimental Algorithmics;2009-02

3. An asymptotic theory for Cauchy–Euler differential equations with applications to the analysis of algorithms;Journal of Algorithms;2002-07

4. A framework for adaptive sorting;Discrete Applied Mathematics;1995-05

5. Right invariant metrics and measures of presortedness;Discrete Applied Mathematics;1993-02
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