DocumentCode
2546550
Title
Solving large processor configuration problems with the guided genetic algorithm
Author
Lau, T.L. ; Tsang, E.P.K.
Author_Institution
Dept. of Comput. Sci., Essex Univ., Colchester, UK
fYear
1998
fDate
10-12 Nov 1998
Firstpage
320
Lastpage
327
Abstract
The Processor Configuration Problem (PCP) is an NP hard real life problem. The goal involves designing a network of a finite set of processors, such that the maximum distance between any two processors that a parcel of data needs to travel is kept to a minimum. Since each processor has a limited number of communication channels, a carefully designed layout would assist in reducing the overhead for message switching in the entire network. The Guided Genetic Algorithm (GGA) is a hybrid of genetic algorithm and meta heuristic search algorithm: Guided Local Search. As the search progresses, GGA modifies both the fitness function and fitness templates of the candidate solutions based on feedback from the constraints. We are interested in generating processor configurations between eight and 128 processors. GGA is used as a tool to generate these configurations, and is shown to have considerable advantages over published results
Keywords
computational complexity; configuration management; constraint handling; genetic algorithms; message switching; multiprocessing systems; search problems; telecommunication channels; Guided Local Search; NP hard real life problem; Processor Configuration Problem; candidate solutions; communication channels; finite set; fitness function; fitness templates; guided genetic algorithm; maximum distance; message switching; meta heuristic search algorithm; Buildings; Communication channels; Computer science; Constraint optimization; Genetic algorithms; Image generation; Motion pictures; Stochastic processes; Switches; Testing;
fLanguage
English
Publisher
ieee
Conference_Titel
Tools with Artificial Intelligence, 1998. Proceedings. Tenth IEEE International Conference on
Conference_Location
Taipei
ISSN
1082-3409
Print_ISBN
0-7803-5214-9
Type
conf
DOI
10.1109/TAI.1998.744860
Filename
744860
Link To Document