WOS: 000445962200006In this study, we interpret the notion of homotopy of morphisms in the category of crossed modules in a category C of groups with operations using the categorical equivalence between the categories of crossed modules and of internal categories in C. Further, we characterize the derivations of crossed modules in a category C and obtain new crossed modules using regular derivations of old one
In this extended abstract we state the topological version of categorical equivalence between intern...
The aim of this paper is to define the notion of lifting via a group morphism for a crossed module a...
The aim of this paper is to define the notion of lifting via a group morphism for a crossed module a...
Şahan, Tunçar ( Aksaray, Yazar )In this study, internal categories in the category of crossed module...
Şahan, Tuncar ( Aksaray, Yazar )In this paper we define the notion of lifting of a crossed module vi...
WOS: 000472752000012In this paper we define the notion of pullback lifting of a lifting crossed modu...
In this paper we define the notion of lifting of a crossed module via the morphism in groups with op...
In the definition of a crossed module $(T,G,rho)$, the actions of the group $T$ and $G$ on themselve...
AbstractCrossed modules have longstanding uses in homotopy theory and the cohomology of groups. The ...
Gruplar homotopi tipi 1 olan irtibatlı topolojik uzayların bir cebirsel modeli iken, çaprazlanmış mo...
Abstract. The well-known notion of crossed module of groups is raised in this paper to the categoric...
ABSTRACT. Results on the niteness of induced crossed modules are proved both algebraically and topol...
The well-known notion of crossed module of groups is raised in this paper to the categorical level s...
In this study, we mainly show that the functor from the category X2Mod of 2-crossed modules of group...
AbstractThis paper begins with the observation that the category of crossed modules is tripleable ov...
In this extended abstract we state the topological version of categorical equivalence between intern...
The aim of this paper is to define the notion of lifting via a group morphism for a crossed module a...
The aim of this paper is to define the notion of lifting via a group morphism for a crossed module a...
Şahan, Tunçar ( Aksaray, Yazar )In this study, internal categories in the category of crossed module...
Şahan, Tuncar ( Aksaray, Yazar )In this paper we define the notion of lifting of a crossed module vi...
WOS: 000472752000012In this paper we define the notion of pullback lifting of a lifting crossed modu...
In this paper we define the notion of lifting of a crossed module via the morphism in groups with op...
In the definition of a crossed module $(T,G,rho)$, the actions of the group $T$ and $G$ on themselve...
AbstractCrossed modules have longstanding uses in homotopy theory and the cohomology of groups. The ...
Gruplar homotopi tipi 1 olan irtibatlı topolojik uzayların bir cebirsel modeli iken, çaprazlanmış mo...
Abstract. The well-known notion of crossed module of groups is raised in this paper to the categoric...
ABSTRACT. Results on the niteness of induced crossed modules are proved both algebraically and topol...
The well-known notion of crossed module of groups is raised in this paper to the categorical level s...
In this study, we mainly show that the functor from the category X2Mod of 2-crossed modules of group...
AbstractThis paper begins with the observation that the category of crossed modules is tripleable ov...
In this extended abstract we state the topological version of categorical equivalence between intern...
The aim of this paper is to define the notion of lifting via a group morphism for a crossed module a...
The aim of this paper is to define the notion of lifting via a group morphism for a crossed module a...