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  • Journal of Universal Mathematics
  • Volume:5 Issue:1
  • PERFECT CODES OVER HURWITZ INTEGERS INDUCED BY CIRCULANT GRAPHS

PERFECT CODES OVER HURWITZ INTEGERS INDUCED BY CIRCULANT GRAPHS

Authors : Murat GÜZELTEPE, Gökhan GÜNER
Pages : 24-35
Doi:10.33773/jum.985160
View : 57 | Download : 12
Publication Date : 2022-03-01
Article Type : Research Paper
Abstract :In this paper, a new family of t−error correcting perfect codes over Hurwitz integers is presented. To obtain these perfect codes, the perfect t−dominating sets over the circulant graphs are used. The codewords of such perfect codes are generated by the elements of a subgroup of the considered group.
Keywords : Circulant graphs, Hurwitz integers, perfect codes, quadrature amplitude modulation QAM, constellations

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