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Constructing Associative Rings From Certain Hypergroups, Oscar Gonzalez
Constructing Associative Rings From Certain Hypergroups, Oscar Gonzalez
Theses and Dissertations
Tight hypergroups give rise to associative rings if the so-called general normality condition holds\cite{ARTICLE:1}. We consider four examples of tight hypergroups which do not satisfy the general normality condition and show that they still give rise to associative rings. Our examples are HM332(24),HM10353(32), HM10933(32) and HM10941(32)[1].