Let H be a finite fully simple semihypergroup. We prove that for all hyperproducts P of elements in H, the subsemihypergroup P generated by P is hypercyclic and |P| ≤ |P| ≤ 2. © 2017 Old City Publishing, Inc.
Hypercyclic subhypergroups of finite fully simple semihypergroups
De Salvo M.Primo
;Lo Faro G.Ultimo
2017-01-01
Abstract
Let H be a finite fully simple semihypergroup. We prove that for all hyperproducts P of elements in H, the subsemihypergroup P generated by P is hypercyclic and |P| ≤ |P| ≤ 2. © 2017 Old City Publishing, Inc.File in questo prodotto:
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Hypercyclic Subhypergroups of Finite Fully Simple Semihypergroups ( MVLSC-29 (6) pp.595-617).pdf
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