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Varieties of differential modules embeddable into semimodules

Publication at Faculty of Mathematics and Physics |
2009

Abstract

We study so called Szendrei differential modes, the variety of differential modes that embed into semimodules. The main result states that the lattice of non-trivial subvarieties is dually isomorphic to the (non-modular) lattice of congruences of the free commutative monoid on two generators.

Consequently, all varieties of Szendrei differential modes are finitely based.