Relatively congruence modular quasivarieties of modules

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Kearnes, Keith A.;
  • Subject: Mathematics - Rings and Algebras | 08C15, 08B10

We show that the quasiequational theory of a relatively congruence modular quasivariety of left $R$-modules is determined by a two-sided ideal in $R$ together with a filter of left ideals. The two-sided ideal encodes the identities that hold in the quasivariety, while t... View more
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