In this paper, we introduce the smallest equivalence relation tau* on a hypergroup H such that the quotient H/tau*, the set of all equivalence classes, is a solvable group. The characterization of solvable groups via strongly regular relations is investigated and several results on the topic are presented.
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机译：在本文中，我们介绍了超群H上的最小等价关系tau *，使得商H / tau *（所有等价类的集合）是可解的组。通过强规则关系研究了可溶基团的表征，并给出了关于该主题的一些结果。
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