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Congruence-simple multiplicatively idempotent semirings

Kepka, T; Korbelár, M; Landsmann, G

Korbelár, M (通讯作者),Czech Tech Univ, Fac Elect Engn, Dept Math, Tech 2, Prague 16627 6, Czech Republic.

ALGEBRA UNIVERSALIS, 2023; 84 (2):

Abstract

Let S be a multiplicatively idempotent congruence-simple semiring. We show that |S| = 2 if S has a multiplicatively absorbing element. We also prove t......

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