15 citations · 34 across the 8 of their papers we have counts for
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math.LO2019
On prevarieties of logic
T. Moraschini, J. G. Raftery
It is proved that every prevariety of algebras is categorically equivalent to a "prevariety of logic", i.e., to the equivalent algebraic semantics of some sentential deductive syst…
math.LO2019★ 3 cited
Singly generated quasivarieties and residuated structures
T. Moraschini, J. G. Raftery, J. J. Wannenburg
A quasivariety K of algebras has the joint embedding property (JEP) iff it is generated by a single algebra A. It is structurally complete iff the free countably generated algebra…
math.LO2019★ 1 cited
Epimorphisms in varieties of subidempotent residuated structures
T. Moraschini, J. G. Raftery, J. J. Wannenburg
A commutative residuated lattice A is said to be subidempotent if the lower bounds of its neutral element e are idempotent (in which case they naturally constitute a Brouwerian alg…