Publication date
January 1995
DOI Publisher
Published by Elsevier B.V. ISSN
0022-4049Abstract
AbstractWe define and investigate Maltsev operations on an arbitrary base category, and study their relationship to the notion of Maltsev category
AbstractWe define and investigate Maltsev operations on an arbitrary base category, and study their relationship to the notion of Maltsev category
The characterisation of double central extensions in terms of commutators due to Janelidze (in the ...
This paper provides a short introduction to the notion of regular category and its use in categorica...
A semi-localization of a category is a full reflective subcategory with the property that the reflec...
Mal’tsev categories turned out to be a central concept in categorical algebra. On one hand, the simp...
AbstractWe define and investigate Maltsev operations on an arbitrary base category, and study their ...
AbstractA diagram chasing technique generalizing the ‘two-square’ lemma of homological algebra is ex...
We define relative regular Mal’tsev categories and give an overview of conditions which are equivale...
ame congruence theory identifies six Maltsev conditions associated with locally finite varieties omi...
We give an abstract characterization of categories which are localizations of Maltsev varieties. The...
Abstract. We define relative regular Mal’tsev categories and give an overview of conditions which ar...
We define a Galois structure on the category of pairs of equivalence relations in an exact Mal'tsev ...
Abstract. Let P be a property of topological spaces. Let [P] be the class of all varieties V having ...
AbstractIt is well known that there exist several simple descriptions of the internal categories and...
AbstractIn this paper, we present results that provide an abstract setting for the construction and ...
AbstractThere are two well-known methods for constructing the ‘connecting homomorphism’ in homologic...
The characterisation of double central extensions in terms of commutators due to Janelidze (in the ...
This paper provides a short introduction to the notion of regular category and its use in categorica...
A semi-localization of a category is a full reflective subcategory with the property that the reflec...
Mal’tsev categories turned out to be a central concept in categorical algebra. On one hand, the simp...
AbstractWe define and investigate Maltsev operations on an arbitrary base category, and study their ...
AbstractA diagram chasing technique generalizing the ‘two-square’ lemma of homological algebra is ex...
We define relative regular Mal’tsev categories and give an overview of conditions which are equivale...
ame congruence theory identifies six Maltsev conditions associated with locally finite varieties omi...
We give an abstract characterization of categories which are localizations of Maltsev varieties. The...
Abstract. We define relative regular Mal’tsev categories and give an overview of conditions which ar...
We define a Galois structure on the category of pairs of equivalence relations in an exact Mal'tsev ...
Abstract. Let P be a property of topological spaces. Let [P] be the class of all varieties V having ...
AbstractIt is well known that there exist several simple descriptions of the internal categories and...
AbstractIn this paper, we present results that provide an abstract setting for the construction and ...
AbstractThere are two well-known methods for constructing the ‘connecting homomorphism’ in homologic...
The characterisation of double central extensions in terms of commutators due to Janelidze (in the ...
This paper provides a short introduction to the notion of regular category and its use in categorica...
A semi-localization of a category is a full reflective subcategory with the property that the reflec...
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