Commutative semigroups with few fully invariant congruences II.

Robert El Bashir; Tomáš Kepka; Marian Kechlibar

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Displaying similar documents to “Commutative semigroups with few fully invariant congruences II.”

Commutative semigroups with few fully invariant congruences I.

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Let $R$ be a ring with an identity (not necessarily commutative) and let $M$ be a left $R$ -module. This paper deals with multiplication and comultiplication left $R$ -modules $M$ having right ${End}_{R} (M)$ -module structures.

Displaying similar documents to “Commutative semigroups with few fully invariant congruences II.”

Commutative semigroups with few fully invariant congruences I.

On the prime submodules of multiplication modules.

s -pure submodules.

On endomorphisms of multiplication and comultiplication modules

$s$ -pure submodules.