Publication date
April 2000
DOI Publisher
Elsevier Science B.V. ISSN
0022-4049Abstract
AbstractAny (involutive) quantale is embeddable into a simple (I-simple involutive) quantale that is, into a (involutive) quantale without non-trivial quotients
AbstractAny (involutive) quantale is embeddable into a simple (I-simple involutive) quantale that is, into a (involutive) quantale without non-trivial quotients
It is often stated that Frobenius quantales are necessarily unital. By taking negation as a primitiv...
AbstractIn the study of quantales arising naturally in the context of C∗-algebras, Gelfand quantales...
Abstract We introduce and present results about a class of quantales, the topological relational qua...
AbstractInvolutive quantales were introduced in [7] as complete lattices equipped with a multiplicat...
In this paper, the definition of the saturated element in quantale is given, Based on the coproduct ...
While the study of quantale-like structures goes back up to the 1930’s (not-withstanding that the te...
AbstractRegular projective quantales are characterized as the weakly ∗-stable completely distributiv...
AbstractIn a previous paper (Pure Appl. Algebra 159 (2001) 231) a definition of point of a Gelfand q...
AbstractA quantale is a complete lattice provided with a (generally non commutative) binary multipli...
While the study of quantale-like structures goes back up to the 1930’s (notwithstanding that the ter...
Abstract. Quantales can be viewed as a framework for a non—commutative topology. Basic properties of...
AbstractWe establish a bijective correspondence involving a class of unital involutive quantales and...
Let L be a complete lattice and let Q(L) be the unital quantale of join-continuous endo-functions of...
summary:The paper considers a fuzzification of the notion of quantaloid of K. I. Rosenthal, which re...
We associate a canonical unital involutive quantale to a topological groupoid. When the groupoid is ...
It is often stated that Frobenius quantales are necessarily unital. By taking negation as a primitiv...
AbstractIn the study of quantales arising naturally in the context of C∗-algebras, Gelfand quantales...
Abstract We introduce and present results about a class of quantales, the topological relational qua...
AbstractInvolutive quantales were introduced in [7] as complete lattices equipped with a multiplicat...
In this paper, the definition of the saturated element in quantale is given, Based on the coproduct ...
While the study of quantale-like structures goes back up to the 1930’s (not-withstanding that the te...
AbstractRegular projective quantales are characterized as the weakly ∗-stable completely distributiv...
AbstractIn a previous paper (Pure Appl. Algebra 159 (2001) 231) a definition of point of a Gelfand q...
AbstractA quantale is a complete lattice provided with a (generally non commutative) binary multipli...
While the study of quantale-like structures goes back up to the 1930’s (notwithstanding that the ter...
Abstract. Quantales can be viewed as a framework for a non—commutative topology. Basic properties of...
AbstractWe establish a bijective correspondence involving a class of unital involutive quantales and...
Let L be a complete lattice and let Q(L) be the unital quantale of join-continuous endo-functions of...
summary:The paper considers a fuzzification of the notion of quantaloid of K. I. Rosenthal, which re...
We associate a canonical unital involutive quantale to a topological groupoid. When the groupoid is ...
It is often stated that Frobenius quantales are necessarily unital. By taking negation as a primitiv...
AbstractIn the study of quantales arising naturally in the context of C∗-algebras, Gelfand quantales...
Abstract We introduce and present results about a class of quantales, the topological relational qua...
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