4 citations · 4 across the 2 of their papers we have counts for
3 papers
math.CT2016
On the geometric theory of local MV-algebras
Olivia Caramello, Anna Carla Russo
We investigate the geometric theory of local MV-algebras and its quotients axiomatizing the local MV-algebras in a given proper variety of MV-algebras. We show that, whilst the the…
math.CT2014
Lattice-ordered abelian groups and perfect MV-algebras: a topos-theoretic perspective
Olivia Caramello, Anna Carla Russo
We establish, generalizing Di Nola and Lettieri's categorical equivalence, a Morita-equivalence between the theory of lattice-ordered abelian groups and that of perfect MV-algebras…
math.CT2013★ 4 cited
The Morita-equivalence between MV-algebras and abelian -groups with strong unit
Olivia Caramello, Anna Carla Russo
We show that the theory of MV-algebras is Morita-equivalent to that of abelian -groups with strong unit. This generalizes the well-known equivalence between the categories of…