In this note we show how the MV-algebraic tensor product can be used to define natural adjunctions between the algebraic structures of Łukasiewicz logic with product. In order to do this, we define the semisimple tensor PMV-algebra of a semisimple MV-algebra
Abstract Our main issue was to understand the connection between Å\u81ukasiewicz logic with product ...
We study an expansion of MV-algebras, called µMV-algebras, in which minimal and maximal fixed points...
Abstract. Recently, MV-algebras with product have been investigated from different points of view. I...
In this note we show how the MV-algebraic tensor product can be used to define natural adjunctions b...
In this paper we study the tensor product for MV-algebras, the algebraic structures of Åukasiewicz ...
Joint work with S. Lapenta. Since the real interval [0, 1] is closed to the product operation, a nat...
AbstractMV-algebras are the models of the time-honored equational theory of magnitudes with unit. In...
This is the transcript of a featured talk given on the 15th of September 2011 at the XIX Congeresso ...
Abstract. This article develops a general dual adjunction between MV-alge-bras (the algebraic equiva...
We study the algebras corresponding to various extensions of Lukasiewicz infinite-valued logics. In ...
MV-algebras are the algebraic counterparts of infinite-valued sentential calculus of Lukasiewicz log...
We connect the dual adjunction between MV-algebras and Tychonoff spaces with the general theory of n...
Abstract Our main issue was to understand the connection between Å\u81ukasiewicz logic with product ...
We study an expansion of MV-algebras, called µMV-algebras, in which minimal and maximal fixed points...
Abstract. Recently, MV-algebras with product have been investigated from different points of view. I...
In this note we show how the MV-algebraic tensor product can be used to define natural adjunctions b...
In this paper we study the tensor product for MV-algebras, the algebraic structures of Åukasiewicz ...
Joint work with S. Lapenta. Since the real interval [0, 1] is closed to the product operation, a nat...
AbstractMV-algebras are the models of the time-honored equational theory of magnitudes with unit. In...
This is the transcript of a featured talk given on the 15th of September 2011 at the XIX Congeresso ...
Abstract. This article develops a general dual adjunction between MV-alge-bras (the algebraic equiva...
We study the algebras corresponding to various extensions of Lukasiewicz infinite-valued logics. In ...
MV-algebras are the algebraic counterparts of infinite-valued sentential calculus of Lukasiewicz log...
We connect the dual adjunction between MV-algebras and Tychonoff spaces with the general theory of n...
Abstract Our main issue was to understand the connection between Å\u81ukasiewicz logic with product ...
We study an expansion of MV-algebras, called µMV-algebras, in which minimal and maximal fixed points...
Abstract. Recently, MV-algebras with product have been investigated from different points of view. I...
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