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Combinatorial properties of modified chordal rings degree four networks

Farah, R.N. and Othman, M. and Selamat, M.H. (2010) Combinatorial properties of modified chordal rings degree four networks. Journal of Computer Science, 6 (3). pp. 279-284. ISSN 1549-3636

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Problem statement: Modified Chordal Rings Degree Four, called CHRm4 is the first modified structure of chordal rings. This CHRm4 is an undirected circulant graph and is a double loop graph. Approach: This study presented the main properties of CHRm4. There are connectivity, Hamiltonian cycle and asymmetric. Results: Several definitions, postulates, corollary, theorems and lemmas were constructed according to these three main properties. It is about interconnection between nodes, how the Hamiltonian cycle was occurred and why CHRm4 is not symmetric. Conclusion: From these three properties, there are two dominant properties obviously shown that the CHRm4 is contrary from the previous traditional Chordal Rings Degree Four (CR4). It is connectivity and asymmetric. There are different connections for odd and even nodes, therefore CHRm4 is not symmetric. The Hamiltonian cycle property has the same concept with CR4.

Item Type:Article
Keyword:Circulant graphs; Interconnection network; Connectivity; Hamiltonian cycle; Asymmetric; Computer network; Parallel computing
Subject:Computer networks - Mathematical models
Subject:Graph theory
Subject:Parallel computers
Faculty or Institute:Faculty of Computer Science and Information Technology
Publisher:Science Publications
DOI Number:10.3844/jcssp.2010.279.284
ID Code:13632
Deposited By: Umikalthom Abdullah
Deposited On:29 Mar 2012 12:31
Last Modified:22 Sep 2015 11:46

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