Some Aspects of Unitary Addition Cayley Graph of Gaussian Integers Modulo n

Authors

  • Joy Roy Gauhati University
  • Kuntala Patra

DOI:

https://doi.org/10.11113/matematika.v32.n1.782

Abstract

In this paper, the Unitary addition Cayley graph defined by Sinha et al. is extended to the ring of Gaussian integers modulo n. Some graph theoretic properties of unitary addition Cayley graphs of gaussian integers modulo n are discussed here. Moreover, the condition for which the above mentioned graphs are Eulerian and Hamiltonian are also discussed.


Author Biography

Joy Roy, Gauhati University

Research Scholar at Department of Mathematics, Gauhati University

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Published

2016-06-30

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Section

Articles