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SpeedyGA: A Fast Simple Genetic Algorithm

by Keki Burjorjee

 

31 May 2007 (Updated 15 May 2009)

Code covered by BSD License  

A vectorized implementation of a simple genetic algorithm in Matlab

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Description

SpeedyGA is a vectorized implementation of a genetic algorithm in the Matlab programming language. Without bells and whistles, it faithfully implements the specification for a Simple GA given on pgs 10, 11 of M. Mitchell's GA book. See comments in code for details.

Matlab is optimized for performing operations on arrays. Loops, especially nested loops, tend to run slowly in Matlab. It is possible to significantly improve the performance of Matlab programs by converting loops into array operations. This process is called vectorization. Matlab provides a rich set of functions and many expressive indexing schemes that make it possible to vectorize code. Such code not only runs faster, it is also shorter, and simpler to understand and change (provided that you know a little about Matlab of course).

Genetic Algorithms that are implemented in C/C++ or Java typically have multiple nested loops. Therefore direct ports of such implementations to Matlab will run very slowly. Many of the nested loops found in a typical GA implementation have been eliminated from SpeedyGA. The resulting code is short, fast and simple. It is indeed a delightful coincidence when the constructs of a programming language match a programming task so well that a program can be written this succinctly.

SpeedyGA is proof that Matlab is a useful language for the rapid prototyping of Genetic Algorithms. This, in addition to Matlab's extensive data visualization capabilities, make Matlab an extremely useful platform for the experimental analysis of GAs.

SpeedyGA has been created and tested under Matlab 7 (R14). Out of the box it evolves a population against the one-max fitness function. The royal-roads fitness function has also been included but is not currently being called. If you find SpeedyGA useful or find any bugs please let me know.

Enjoy!

p.s. For an experimental genetic algorithm which might significantly improve the quality of the solutions returned check out TurboGA (http://www.mathworks.com/matlabcentral/fileexchange/24053 )

Acknowledgements
This submission has inspired the following:
TurboGA: An Experimental Genetic Algorithm Based on SpeedyGA
MATLAB release MATLAB 7 (R14)
Zip File Content  
Other Files oneMax.m,
royalRoads.m,
speedyGA.m
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Comments and Ratings (3)
11 Jun 2007 Krish Reddy

very helpful. Thanks!

21 Oct 2008 samaksh kumar

awesome!!!!!!!!!

19 Dec 2008 Shahab Anbarjafari

Good work, but can be improved more,

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Updates
09 Jul 2008

different titme

15 Dec 2008

pre-generated crossover and mutation masks, which significantly improves performance

16 Dec 2008

Added the option of visualizing bit frequencies (handy for studying GA dynamics)

19 Dec 2008

corrected a typo in the description field

31 Dec 2008

1) The best individual of each generation is no longer displayed
2) Plots the maximum and average fitness of each generation at the end of a run
3) Upon completion, returns the best individual of a run, and its fitness

04 Jan 2009

.

04 Feb 2009

SpeedyGA now runs as a script (easier to work with for research purposes). Without bells and whistles, it now faithfully implements the specification for a Simple GA given on pgs 10, 11 of M. Mitchell's GA book. See comments in code for details.

11 May 2009

Updated description

15 May 2009

updated description

Tag Activity for this File
Tag Applied By Date/Time
optimization Keki Burjorjee 22 Oct 2008 09:14:07
genetic algorithm Keki Burjorjee 22 Oct 2008 09:14:07
matlab Keki Burjorjee 22 Oct 2008 09:14:07
vectorized Keki Burjorjee 22 Oct 2008 09:14:07
evolutionary algorithm Keki Burjorjee 16 Dec 2008 14:39:36
combinatorial optimization Keki Burjorjee 16 Dec 2008 14:39:36
ga Keki Burjorjee 17 Dec 2008 16:55:33
evolutionary algorithm Patrick HannaSecure 22 Dec 2008 14:15:26
optimization sabarees waran 20 Jan 2009 02:42:27
combinatorial optimization ahmed huss 18 Mar 2009 07:05:55
 

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