Add to ORKGThe Baker-Beynon duality [1, 2] is a duality between lattice-ordered structures and suitable sub-spaces of Rn, for some n. We will focus our attention on the case of Riesz Spaces with strong unit, and consequently on Riesz MV-algebras. Therefore, we present work in progress on the Baker-Beynon duality for Riesz MV-algebras. We recall that a Riesz MV-algebra is an MV-algebra endowed with a scalar product with scalars from [0, 1]
In this paper we aim at completing the study of σ-complete Riesz MV-algebras that started in Di Nola...
Riesz MV-algebras are a variety of algebras strongly connected to Riesz spaces. In this short articl...
A Riesz structure on a lattice ordered abelian group G is a real vector space structure where the pr...
We study Åukasiewicz logic enriched by a scalar multiplication with scalars in [0,1]. Its algebraic ...
We initiate a deep study of Riesz MV-algebras which are MV-algebras endowed with a scalar multiplica...
MV-modules were defined in [1, 2] as MV-algebras endowed with a structure of module over a PMV-algeb...
AbstractUp to categorical equivalence,MV-algebras are unit intervals of abelian lattice-ordered grou...
We focus on Riesz MV-algebras, which are MV-algebras equipped with a multiplication by numbers in th...
Abstract We focus on Riesz MV-algebras, which are MV-algebras equipped with a multiplication by num...
We develop the general theory of RMV-algebras, which are essentially unit intervals in Riesz spaces ...
International audienceAbstract We provide a new perspective on extended Priestley duality for a larg...
In this paper we aim at completing the study of σ-complete Riesz MV-algebras that started in Di Nola...
Riesz MV-algebras are a variety of algebras strongly connected to Riesz spaces. In this short articl...
A Riesz structure on a lattice ordered abelian group G is a real vector space structure where the pr...
We study Åukasiewicz logic enriched by a scalar multiplication with scalars in [0,1]. Its algebraic ...
We initiate a deep study of Riesz MV-algebras which are MV-algebras endowed with a scalar multiplica...
MV-modules were defined in [1, 2] as MV-algebras endowed with a structure of module over a PMV-algeb...
AbstractUp to categorical equivalence,MV-algebras are unit intervals of abelian lattice-ordered grou...
We focus on Riesz MV-algebras, which are MV-algebras equipped with a multiplication by numbers in th...
Abstract We focus on Riesz MV-algebras, which are MV-algebras equipped with a multiplication by num...
We develop the general theory of RMV-algebras, which are essentially unit intervals in Riesz spaces ...
International audienceAbstract We provide a new perspective on extended Priestley duality for a larg...
In this paper we aim at completing the study of σ-complete Riesz MV-algebras that started in Di Nola...
Riesz MV-algebras are a variety of algebras strongly connected to Riesz spaces. In this short articl...
A Riesz structure on a lattice ordered abelian group G is a real vector space structure where the pr...