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In this paper we enumerate all commutative single power cyclic hypergroups of order 4 and period 2. Moreover, we prove some interesting properties regarding cyclic hypergroups.
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참고문헌 (21)
참고문헌 신청
M. Al Tahan / 2016 / On a special single- power cyclic hypergroup and its automorphisms, Discrete Mathematics / Algorithms and Applications 8(4):12
M. Al Tahan / 2017 / On some properties of single power cyclic hyper-groups and regular relations / J. Algebra Appl 16(11):14
M. Al Tahan / 2017 / Hypermatrix representations of single power cyclic hypergroups / Ital. J. Pure Appl. Math 38:679~696
M. Al Tahan / 2017 / Commutative single power cyclic hypergroups of order three and period two, Discrete Mathematics / Algorithms and Applications (DMAA) 19(5):15
M. Al Tahan / 2018 / An overview of topological hypergroupoids / Journal of Intelligent and Fuzzy Systems 34(3):1907~1916
M. Al Tahan / 2017 / On some properties of single power cyclic hyper-groups and regular relations / J. Algebra Appl 16(11):14
M. Al Tahan / 2017 / Hypermatrix representations of single power cyclic hypergroups / Ital. J. Pure Appl. Math 38:679~696
M. Al Tahan / 2017 / Commutative single power cyclic hypergroups of order three and period two, Discrete Mathematics / Algorithms and Applications (DMAA) 19(5):15
M. Al Tahan / 2018 / An overview of topological hypergroupoids / Journal of Intelligent and Fuzzy Systems 34(3):1907~1916
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