A 2n matrix hypercube graph: A graph with edges of hypercube improved by a half

This study proposes a new interconnection network that has the same number of nodes in a hypercube graph broadly known as phase of a multicomputer but has edges reduced by a half. As a way of reducing the degree of nodes, node address can be assigned in a form of matrix and edges can be defined by m...

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Hauptverfasser: Hyun Sim, Hyeong-Ok Lee, Jae-Cheol Oh
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Hyeong-Ok Lee
Jae-Cheol Oh
description This study proposes a new interconnection network that has the same number of nodes in a hypercube graph broadly known as phase of a multicomputer but has edges reduced by a half. As a way of reducing the degree of nodes, node address can be assigned in a form of matrix and edges can be defined by means of matrix operations. Degree reduces H/W costs and diameter reduces S/W efficiency. Since an actual effect of S/W cost reduction is insufficient, a H/W cost reduction effect can be maximized by reducing edges by a half.
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identifier ISSN: 1738-9445
ispartof 2009 11th International Conference on Advanced Communication Technology, 2009, Vol.1, p.877-882
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source IEEE Electronic Library (IEL) Conference Proceedings
subjects 2byN
Algorithm design and analysis
Computer networks
Concurrent computing
Costs
edges
Hypercube
Hypercubes
matrix
Message passing
Multiprocessor interconnection networks
Parallel processing
Predictive models
Weather forecasting
title A 2n matrix hypercube graph: A graph with edges of hypercube improved by a half
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