DOIAbstract
AbstractThe categorical structure of H2 is shown to be a particular instance of the cokernel of a morphism between symmetric categorical groups
AbstractThe categorical structure of H2 is shown to be a particular instance of the cokernel of a morphism between symmetric categorical groups
In this paper we show that the Baues-Wirsching complex used to define cohomology of categories is a ...
We examine the structure of central twisted transformation group C∗-algebras C0(X) ⋊id,u G, and appl...
AbstractA strict 2-group is a 2-category with one object in which all morphisms and all 2-morphisms ...
AbstractThe categorical structure of H2 is shown to be a particular instance of the cokernel of a mo...
The categorical structure of H-2 is shown to be a particular instance of the cokernel of a morphism ...
This paper is an attempt to study extensions of symmetric categorical groups from a structural point...
This paper is an attempt to study extensions of symmetric categorical groups from a structural point...
AbstractA 2-Hilbert space is a category with structures and properties analogous to those of a Hilbe...
AbstractWe explicitly compute the 2-group of self-equivalences and (homotopy classes of) chain homot...
We characterise the double central extensions in a semi-abelian category in terms of commutator con...
AbstractWe prove Heyneman–Radford Theorem in the framework of monoidal categories
AbstractWe exhibit some widely differing examples of class 2 ℵ0-categorical groups. Certain central ...
Abstract: We characterise the double central extensions in a semi-abelian category in terms of commu...
AbstractIn this paper we define the notions of categorical G-crossed modules for a group G and of 2-...
AbstractWe analyse the 2-dimensional categorical algebra underlying the process of completing catego...
In this paper we show that the Baues-Wirsching complex used to define cohomology of categories is a ...
We examine the structure of central twisted transformation group C∗-algebras C0(X) ⋊id,u G, and appl...
AbstractA strict 2-group is a 2-category with one object in which all morphisms and all 2-morphisms ...
AbstractThe categorical structure of H2 is shown to be a particular instance of the cokernel of a mo...
The categorical structure of H-2 is shown to be a particular instance of the cokernel of a morphism ...
This paper is an attempt to study extensions of symmetric categorical groups from a structural point...
This paper is an attempt to study extensions of symmetric categorical groups from a structural point...
AbstractA 2-Hilbert space is a category with structures and properties analogous to those of a Hilbe...
AbstractWe explicitly compute the 2-group of self-equivalences and (homotopy classes of) chain homot...
We characterise the double central extensions in a semi-abelian category in terms of commutator con...
AbstractWe prove Heyneman–Radford Theorem in the framework of monoidal categories
AbstractWe exhibit some widely differing examples of class 2 ℵ0-categorical groups. Certain central ...
Abstract: We characterise the double central extensions in a semi-abelian category in terms of commu...
AbstractIn this paper we define the notions of categorical G-crossed modules for a group G and of 2-...
AbstractWe analyse the 2-dimensional categorical algebra underlying the process of completing catego...
In this paper we show that the Baues-Wirsching complex used to define cohomology of categories is a ...
We examine the structure of central twisted transformation group C∗-algebras C0(X) ⋊id,u G, and appl...
AbstractA strict 2-group is a 2-category with one object in which all morphisms and all 2-morphisms ...
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