Adjoining weak inverses and weak prime roots completes reduced commutative rings into a discriminator variety with regular monomorphisms and simple dominion descriptions.
Title resolution pending
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
years
2026 2representative citing papers
Simple pp expansions of a quasivariety K are precisely the quasivarieties M such that the forgetful functor U from M to K is well-defined and M is isomorphic to a mono-reflective subcategory of K.
citing papers explorer
-
A completion of reduced commutative rings
Adjoining weak inverses and weak prime roots completes reduced commutative rings into a discriminator variety with regular monomorphisms and simple dominion descriptions.
-
A categorical description of simple Beth companions
Simple pp expansions of a quasivariety K are precisely the quasivarieties M such that the forgetful functor U from M to K is well-defined and M is isomorphic to a mono-reflective subcategory of K.