Some new models for multiprocessor interconnection networks
A multiprocessor system can be modeled by a graph G. The vertices of G correspond to processors while edges represent links between processors. To find suitable models for multiprocessor interconnection networks (briefly MINs), one can apply tools and techniques of spectral graph theory. In...
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University of Belgrade
2016-01-01
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doaj-fe04d0200cb34c36a17cf1286fabb22d2020-11-24T20:46:45ZengUniversity of BelgradeYugoslav Journal of Operations Research0354-02432016-01-0126442343910.2298/YJOR160315020C0354-02431604423CSome new models for multiprocessor interconnection networksCvetković Dragoš0Davidović Tatjana1Jovanović Irena M.2Mathematical Institute SANU, BelgradeMathematical Institute SANU, BelgradeUnion University, School of Computing, BelgradeA multiprocessor system can be modeled by a graph G. The vertices of G correspond to processors while edges represent links between processors. To find suitable models for multiprocessor interconnection networks (briefly MINs), one can apply tools and techniques of spectral graph theory. In this paper, we extend some of the existing results and present several graphs which could serve as models for efficient MINs based on the small values of the previously introduced graph tightness. These examples of possible MINs arise as a result of some well-known and widely used graph operations. We also examine the suitability of strongly regular graphs (briefly SRGs) to model MINs, and prove the uniqueness of some of them. [Projekat Ministarstva nauke Republike Srbije, br. ON174033, br. ON174024, br. III45003 and br. F-159]http://www.doiserbia.nb.rs/img/doi/0354-0243/2016/0354-02431604423C.pdfspectra of graphstightnessinterconnection networksgraph operation |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Cvetković Dragoš Davidović Tatjana Jovanović Irena M. |
spellingShingle |
Cvetković Dragoš Davidović Tatjana Jovanović Irena M. Some new models for multiprocessor interconnection networks Yugoslav Journal of Operations Research spectra of graphs tightness interconnection networks graph operation |
author_facet |
Cvetković Dragoš Davidović Tatjana Jovanović Irena M. |
author_sort |
Cvetković Dragoš |
title |
Some new models for multiprocessor interconnection networks |
title_short |
Some new models for multiprocessor interconnection networks |
title_full |
Some new models for multiprocessor interconnection networks |
title_fullStr |
Some new models for multiprocessor interconnection networks |
title_full_unstemmed |
Some new models for multiprocessor interconnection networks |
title_sort |
some new models for multiprocessor interconnection networks |
publisher |
University of Belgrade |
series |
Yugoslav Journal of Operations Research |
issn |
0354-0243 |
publishDate |
2016-01-01 |
description |
A multiprocessor system can be modeled by a graph G. The vertices of G
correspond to processors while edges represent links between processors. To
find suitable models for multiprocessor interconnection networks (briefly
MINs), one can apply tools and techniques of spectral graph theory. In this
paper, we extend some of the existing results and present several graphs
which could serve as models for efficient MINs based on the small values of
the previously introduced graph tightness. These examples of possible MINs
arise as a result of some well-known and widely used graph operations. We
also examine the suitability of strongly regular graphs (briefly SRGs) to
model MINs, and prove the uniqueness of some of them. [Projekat Ministarstva
nauke Republike Srbije, br. ON174033, br. ON174024, br. III45003 and br. F-159] |
topic |
spectra of graphs tightness interconnection networks graph operation |
url |
http://www.doiserbia.nb.rs/img/doi/0354-0243/2016/0354-02431604423C.pdf |
work_keys_str_mv |
AT cvetkovicdragos somenewmodelsformultiprocessorinterconnectionnetworks AT davidovictatjana somenewmodelsformultiprocessorinterconnectionnetworks AT jovanovicirenam somenewmodelsformultiprocessorinterconnectionnetworks |
_version_ |
1716811613074358272 |