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Links
  • Compact Guide to Sorting and Searching
    Algorithms and data structures. Source code in C and VB is included. Demonstration applets in Java.
    http://www.epaperpress.com/sortsearch/
  • Comparison sort
    From Wikipedia, the free encyclopedia. Definition, examples, lower bound.
    http://en.wikipedia.org/wiki/Comparison_sort
  • Fibonacci search in C
    Fibonacci search and C sample code.
    http://www.ics.forth.gr/~lourakis/fibsrch/
  • FlashSort
    Sorting by in place permutation with time complexity O(n) using an auxiliary vector. Papers, animations and implementations.
    http://www.neubert.net/FSOIntro.html
  • Robsort Sorting Algorithm
    An O(n!) algorithm with downloads for Win98 and Unix platforms.
    http://www.robsort.org
  • RumAVL
    An ANSI C implementation of threaded AVL trees.
    http://freshmeat.net/projects/rumavl/
  • Postman's Sort
    A linear time general purpose sorting algorithm. Included is a description of the algorithm and downloadable executables for Windows computers.
    http://rrsd.com/
  • Levenshtein Algorithm For Error-Tolerant Search
    Resources on the Levenshtein Algorithm for fault-tolerant search. Website contains online demos and efficient implementations.
    http://www.levenshtein.net
  • Fuzzy Search
    Approximate search resources on ITman homepage.
    http://itman.narod.ru/english/ir/index.html
  • GNU libavl
    Details of this collection of binary search tree and balanced tree library routines by Ben Pfaff. Etext in HTML/PDF/PS and source distribution.
    http://www.stanford.edu/~blp/avl/
  • Common comparison sorts
    Explanation, algorithm analysis, empirical data, and source code for the bubble, heap, insertion, merge, quick, selection, and shell sorts.
    http://linux.wku.edu/~lamonml/algor/sort/sort.html
  • Sequential and parallel sorting algorithms
    Description of sorting algorithms (course material), all including animations
    http://www.iti.fh-flensburg.de/lang/algorithmen/sortieren/algoen.htm
  • FlashSort Algorithm
    A newly developped fast in-situ permutation sort algorithm with time complexity O(n).
    http://www.neubert.net/FSOIntro.html

 

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