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JPDC
2000

Dual of a Complete Graph as an Interconnection Network

13 years 4 months ago
Dual of a Complete Graph as an Interconnection Network
A new class of interconnection networks, the hypernetworks, has been proposed recently. Hypernetworks are characterized by hypergraphs. Compared with point-to-point networks, they allow for increased resource-sharing and communication bandwidth utilization, and they are especially suitable for optical interconnects. In this paper, we propose a scheme for deriving new hypernetworks using hypergraph duals. As an example, we investigate the dual, K n, of the n-vertex complete graph Kn, and show that it has many desirable properties. We also present a set of fundamental data communication algorithms for K n. Our results indicate that the K n hypernetwork is a useful and promising interconnection structure for high-performance parallel and distributed computing systems. Key Words: algorithm, communication, hypernetwork, interconnection network, optical interconnect, parallel and distributed computing.
Si-Qing Zheng, Jie Wu
Added 19 Dec 2010
Updated 19 Dec 2010
Type Journal
Year 2000
Where JPDC
Authors Si-Qing Zheng, Jie Wu
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