DocumentCode
2425557
Title
Parallel branch and bound on fine-grained hypercube multiprocessors
Author
Dehne, Frank ; Ferreira, Afonso G. ; Rau-Chaplin, Andrew
Author_Institution
Center for Parallel & Distributed Comput., Carleton Univ., Ottawa, Ont., Canada
fYear
1989
fDate
23-25 Oct 1989
Firstpage
616
Lastpage
622
Abstract
An efficient branch and bound algorithm for fine-grained hypercube multiprocessors is presented. The method uses a global storage allocation scheme where all processors collectively store all back-up paths such that each processor needs to store only a constant amount of information. At each iteration of the algorithm, all nodes of the current back-up tree may decide whether they need to create new children, be pruned, or remain unchanged. An algorithm that, on the basis of these decisions, updates the current back-up tree and distributes global information in O(log m ) steps, where m is the current number of nodes, is described. This method also provides a dynamic allocation mechanism that obtains optimal load balancing. Another important property of the method is that, even if very drastic changes in the current back-up tree occur, the performance of the load balancing mechanism remains constant. The method is currently being implemented on the Connection Machine
Keywords
computational complexity; parallel algorithms; parallel machines; storage allocation; trees (mathematics); Connection Machine; back-up tree; branch and bound algorithm; dynamic allocation mechanism; fine-grained hypercube multiprocessors; global storage allocation scheme; optimal load balancing; parallel algorithm; pruned; Artificial intelligence; Computer science; Concurrent computing; Distributed computing; High definition video; Hypercubes; Linear programming; Load management; Operations research; Search methods;
fLanguage
English
Publisher
ieee
Conference_Titel
Tools for Artificial Intelligence, 1989. Architectures, Languages and Algorithms, IEEE International Workshop on
Conference_Location
Fairfax, VA
Print_ISBN
0-8186-1984-8
Type
conf
DOI
10.1109/TAI.1989.65375
Filename
65375
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