Semiring congruence on a class of generalized regular semiring
Qiao Zhan-ke · 2004
The semiring congruence on a class of generalized regular semiring S was studied. The divisible semiring congruence on S was characterized. A one-to-one, inclusion-preserving mapping from the set of full, closed, self-conjugate subsemirings of S to the set of divisible semiring congruence on S was established. A result for the divisible semiring congruence lattice was obtained.