Isomorphism Theorem for Cayley Graphs of Semigroup of Integer Modulo Prime Power Relative to an Invertible Element

Ekkachai Laysirikul

doi:10.14456/nujst.2019.29

Isomorphism Theorem for Cayley Graphs of Semigroup of Integer Modulo Prime Power Relative to an Invertible Element

Authors

Ekkachai Laysirikul Department of Mathematics, Faculty of Science, Naresuan University

DOI:

https://doi.org/10.14456/nujst.2019.29

Abstract

References

Hosseinzadeh, N., & Assari, A. (2014). Graph operations on Cayley graph of semigroup. International Journal of Applied Mathematical Research, 3(1),54-57.

Kelarev, A., & Praeger, C. (2003). On transitive Cayley graphs of groups and semigroups. European Journal of Combinatorics, 24, 59-72.

Khosravi, B. (2016). Some properties of Cayley graphs of cancellative semigroups. Proceeding of the Romanian academy, Series A, 14, 3-10.

Konstantinova, E. (2008). Some problems on Cayley graphs. Linear Algebra and its applications, 429, 2754-2755.

Suksumran, T., & Panma, S. (2015). On connected Cayley graphs of semigroups. Thai Journal of Mathematics, 13, 541-652.

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Published

2019-07-26

How to Cite

Laysirikul, E. (2019). Isomorphism Theorem for Cayley Graphs of Semigroup of Integer Modulo Prime Power Relative to an Invertible Element. Asian Health, Science and Technology Reports, 27(3), 95–100. https://doi.org/10.14456/nujst.2019.29