We give a description of the semidirect products in any semi-abelian variety. Moreover, we internalize this description to the models of semi-abelian theories in any finitely complete category. As an application, we characterize the topology of the semidirect products in the topological models of any semi-abelian theory
Abstract. We characterize semi-abelian monadic categories and their local-izations. These results ar...
After developing a theory of implicit operations and proving an analogue of Reiterman's theorem...
AbstractAfter developing a theory of implicit operations and proving an analogue of Reiterman's theo...
We give a description of the semidirect products in any semi-abelian variety. Moreover, we internali...
AbstractGiven an algebraic theory T whose category of models is semi-abelian, we study the category ...
Given an algebraic theory T whose category of models is semi-abelian, we study the category Top T of...
In this work, we study on a category of topological semi-abelian algebras which are topological mode...
of actions of the object G on the object X, in the sense of the theory of semi-direct products in V....
A semi-localization of a category is a full reflective subcat-egory with the property that the refle...
AbstractThis paper offers definitions for the semidirect product of categories, Cayley graphs for ca...
AbstractNecessary and sufficient conditions for a pointed category to admit semidirect products, in ...
If $\Bbb T$ is a semi-abelian algebraic theory, we prove that the category ${\rm Born}^{\Bbb T}$ of ...
In the first part of the talk we give an overview of some major differences between abelian and semi...
In this extended abstract for given an algebraic theory T whose category of models is semi-Abelian, ...
Let C be a fixed variety of universal algebras which has among its operations a binary +, a binary −...
Abstract. We characterize semi-abelian monadic categories and their local-izations. These results ar...
After developing a theory of implicit operations and proving an analogue of Reiterman's theorem...
AbstractAfter developing a theory of implicit operations and proving an analogue of Reiterman's theo...
We give a description of the semidirect products in any semi-abelian variety. Moreover, we internali...
AbstractGiven an algebraic theory T whose category of models is semi-abelian, we study the category ...
Given an algebraic theory T whose category of models is semi-abelian, we study the category Top T of...
In this work, we study on a category of topological semi-abelian algebras which are topological mode...
of actions of the object G on the object X, in the sense of the theory of semi-direct products in V....
A semi-localization of a category is a full reflective subcat-egory with the property that the refle...
AbstractThis paper offers definitions for the semidirect product of categories, Cayley graphs for ca...
AbstractNecessary and sufficient conditions for a pointed category to admit semidirect products, in ...
If $\Bbb T$ is a semi-abelian algebraic theory, we prove that the category ${\rm Born}^{\Bbb T}$ of ...
In the first part of the talk we give an overview of some major differences between abelian and semi...
In this extended abstract for given an algebraic theory T whose category of models is semi-Abelian, ...
Let C be a fixed variety of universal algebras which has among its operations a binary +, a binary −...
Abstract. We characterize semi-abelian monadic categories and their local-izations. These results ar...
After developing a theory of implicit operations and proving an analogue of Reiterman's theorem...
AbstractAfter developing a theory of implicit operations and proving an analogue of Reiterman's theo...
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