Add to ORKGsummary:We describe the place, among other known categorical constructions, of the internal object actions involved in the categorical notion of semidirect product, and introduce a new notion of representable action providing a common categorical description for the automorphism group of a group, for the algebra of derivations of a Lie algebra, and for the actor of a crossed module
AbstractNecessary and sufficient conditions for a pointed category to admit semidirect products, in ...
monoidal categories are a natural setting to study automata automata based on actions, languages are...
We give a survey of algebraic results on partial representations of groups, partial actions and rela...
summary:We describe the place, among other known categorical constructions, of the internal object a...
The notion of cat¹-group which was introduced by Loday is equivalent to the notions of crossed modul...
We describe actions, semidirect products and crossed modules in categories of monoids with operation...
We describe actions, semidirect products and crossed modules in categories of monoids with operation...
We describe actions, semidirect products and crossed modules in categories of monoids with operation...
AbstractWe give a characterization of those finitely complete categories with initial object and pus...
When C is a semi-abelian category, it is well known that the category Grpd(C) of internal groupoids ...
The notion of a categorical semidirect product was introduced by Bourn and Janelidze as a generaliza...
In this paper, we introduce the notion of lifting via a homomorphism of monoids for a crossed semimo...
AbstractBeyond groups of automorphisms in the category Gp of groups and Lie-algebras of derivations ...
Includes bibliographical references (p. 101-102).We study two categorical-algebraic concepts of expo...
of actions of the object G on the object X, in the sense of the theory of semi-direct products in V....
AbstractNecessary and sufficient conditions for a pointed category to admit semidirect products, in ...
monoidal categories are a natural setting to study automata automata based on actions, languages are...
We give a survey of algebraic results on partial representations of groups, partial actions and rela...
summary:We describe the place, among other known categorical constructions, of the internal object a...
The notion of cat¹-group which was introduced by Loday is equivalent to the notions of crossed modul...
We describe actions, semidirect products and crossed modules in categories of monoids with operation...
We describe actions, semidirect products and crossed modules in categories of monoids with operation...
We describe actions, semidirect products and crossed modules in categories of monoids with operation...
AbstractWe give a characterization of those finitely complete categories with initial object and pus...
When C is a semi-abelian category, it is well known that the category Grpd(C) of internal groupoids ...
The notion of a categorical semidirect product was introduced by Bourn and Janelidze as a generaliza...
In this paper, we introduce the notion of lifting via a homomorphism of monoids for a crossed semimo...
AbstractBeyond groups of automorphisms in the category Gp of groups and Lie-algebras of derivations ...
Includes bibliographical references (p. 101-102).We study two categorical-algebraic concepts of expo...
of actions of the object G on the object X, in the sense of the theory of semi-direct products in V....
AbstractNecessary and sufficient conditions for a pointed category to admit semidirect products, in ...
monoidal categories are a natural setting to study automata automata based on actions, languages are...
We give a survey of algebraic results on partial representations of groups, partial actions and rela...