AbstractA 2-form between two sup-lattices L and R is defined to be a sup-lattice bimorphism L×R→2. Such 2-forms are equivalent to Galois connections, and we study them and their relation to quantales, involutive quantales and quantale modules. As examples we describe applications to C∗-algebras
AbstractWe address some issues relating to a supersymmetric (SUSY) Ward–Takahashi (WT) identity in S...
In this paper we prove that any quantale Q is (isomorphic to) a quantale of suitable relations on Q....
AbstractWe define a relational quantale to be a quantale whose elements are relations on a set A, or...
AbstractA 2-form between two sup-lattices L and R is defined to be a sup-lattice bimorphism L×R→2. S...
A sup-lattice is a complete lattice, a morphism of sup-lattices is a mapping preserving arbitrary su...
While the study of quantale-like structures goes back up to the 1930’s (not-withstanding that the te...
Abstract We introduce and present results about a class of quantales, the topological relational qua...
We introduce the notion of infinitary preorder and use it to obtain a predicative presentation of su...
AbstractWe introduce the notion of infinitary preorder and use it to obtain a predicative presentati...
In Palmigiano and Re (J Pure Appl Algebra 215(8):1945-1957, 2011), spatial SGF-quantales are axiomat...
Abstract. For a finite-dimensional simple Lie algebra g, let U+q (g) be the positive part of the qua...
This book includes a self-contained approach of the general theory of quadratic forms and integral E...
In Palmigiano and Re (J Pure Appl Algebra 215(8):1945–1957, 2011), spatial SGF-quantales are axiomat...
Abstract. In this paper we prove that any quantale Q is (isomorphic to) a quantale of suitable relat...
Abstract. The study of sup lattices teaches us the important distinction between the algebraic part ...
AbstractWe address some issues relating to a supersymmetric (SUSY) Ward–Takahashi (WT) identity in S...
In this paper we prove that any quantale Q is (isomorphic to) a quantale of suitable relations on Q....
AbstractWe define a relational quantale to be a quantale whose elements are relations on a set A, or...
AbstractA 2-form between two sup-lattices L and R is defined to be a sup-lattice bimorphism L×R→2. S...
A sup-lattice is a complete lattice, a morphism of sup-lattices is a mapping preserving arbitrary su...
While the study of quantale-like structures goes back up to the 1930’s (not-withstanding that the te...
Abstract We introduce and present results about a class of quantales, the topological relational qua...
We introduce the notion of infinitary preorder and use it to obtain a predicative presentation of su...
AbstractWe introduce the notion of infinitary preorder and use it to obtain a predicative presentati...
In Palmigiano and Re (J Pure Appl Algebra 215(8):1945-1957, 2011), spatial SGF-quantales are axiomat...
Abstract. For a finite-dimensional simple Lie algebra g, let U+q (g) be the positive part of the qua...
This book includes a self-contained approach of the general theory of quadratic forms and integral E...
In Palmigiano and Re (J Pure Appl Algebra 215(8):1945–1957, 2011), spatial SGF-quantales are axiomat...
Abstract. In this paper we prove that any quantale Q is (isomorphic to) a quantale of suitable relat...
Abstract. The study of sup lattices teaches us the important distinction between the algebraic part ...
AbstractWe address some issues relating to a supersymmetric (SUSY) Ward–Takahashi (WT) identity in S...
In this paper we prove that any quantale Q is (isomorphic to) a quantale of suitable relations on Q....
AbstractWe define a relational quantale to be a quantale whose elements are relations on a set A, or...
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