In this paper, the definition of a Q-P quantale module and some relative concepts were introduced. Based on which, some properties of the Q-P quantale module, and the structure of the free Q-P quantale modules generated by a set were obtained. It was proved that the category of Q-P quantale modules is algebraic
A sup-lattice is a complete lattice, a morphism of sup-lattices is a mapping preserving arbitrary su...
AbstractLet Oq(G) be the algebra of quantized functions on an algebraic group G and Oq(B) its quotie...
AbstractAn adjunction between the category of semi-quantales and the category of lattice-valued quas...
Abstract: In this paper, the definition of a Q-P quantale module and some relative concepts were int...
While the study of quantale-like structures goes back up to the 1930’s (not-withstanding that the te...
While the study of quantale-like structures goes back up to the 1930’s (notwithstanding that the ter...
There have been developed several approaches to a quantale-valued quantitative domain theory. If the...
summary:The paper considers a fuzzification of the notion of quantaloid of K. I. Rosenthal, which re...
AbstractRegular projective quantales are characterized as the weakly ∗-stable completely distributiv...
In this paper, the definition of the saturated element in quantale is given, Based on the coproduct ...
AbstractWe describe a duality for quantale-enriched categories that extends the Lawson duality for c...
AbstractCertain quantization problems are equivalent to the construction of morphisms from “quantum”...
AbstractOur work is a foundational study of the notion of approximation in Q-categories and in (U,Q)...
AbstractQuantaloids are categories enriched in the symmetric, monoidal closed category of sup-lattic...
AbstractA quantale is a complete lattice provided with a (generally non commutative) binary multipli...
A sup-lattice is a complete lattice, a morphism of sup-lattices is a mapping preserving arbitrary su...
AbstractLet Oq(G) be the algebra of quantized functions on an algebraic group G and Oq(B) its quotie...
AbstractAn adjunction between the category of semi-quantales and the category of lattice-valued quas...
Abstract: In this paper, the definition of a Q-P quantale module and some relative concepts were int...
While the study of quantale-like structures goes back up to the 1930’s (not-withstanding that the te...
While the study of quantale-like structures goes back up to the 1930’s (notwithstanding that the ter...
There have been developed several approaches to a quantale-valued quantitative domain theory. If the...
summary:The paper considers a fuzzification of the notion of quantaloid of K. I. Rosenthal, which re...
AbstractRegular projective quantales are characterized as the weakly ∗-stable completely distributiv...
In this paper, the definition of the saturated element in quantale is given, Based on the coproduct ...
AbstractWe describe a duality for quantale-enriched categories that extends the Lawson duality for c...
AbstractCertain quantization problems are equivalent to the construction of morphisms from “quantum”...
AbstractOur work is a foundational study of the notion of approximation in Q-categories and in (U,Q)...
AbstractQuantaloids are categories enriched in the symmetric, monoidal closed category of sup-lattic...
AbstractA quantale is a complete lattice provided with a (generally non commutative) binary multipli...
A sup-lattice is a complete lattice, a morphism of sup-lattices is a mapping preserving arbitrary su...
AbstractLet Oq(G) be the algebra of quantized functions on an algebraic group G and Oq(B) its quotie...
AbstractAn adjunction between the category of semi-quantales and the category of lattice-valued quas...
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