Offers an extensive investigation of the theory of closure operators in different areas of mathematics, including (but not limited to) algebra, topology, combinatorics, etc. The closure operators are used to describe relevant concepts and properties as epimorphisms, injectivity, compactness, (dis)connectedness, torsion theories, factoriaztion systems, etc
Since the introduction of closure operators in topology (Riesz [1909], Kuratowski [1922] and others)...
Abstract. We argue that closure operators are fundamental tools for the study of relationships betwe...
Preprint enviat per a la seva publicació en una revista científica: Zeitschrift fur mathematische Lo...
An abstract notion of closure operator is proposed with numerous applications in topology, algebra a...
This paper deals with an order-theoretic analysis of certain structures studied in category theory. ...
The closure operators in the category Top of topological spaces are studied in full detail, providin...
Closure operators in the category of topological spaces are studied in connection to epimorphisms
Abstract Departing from a suitable categorical description of closure operators, this paper dualizes...
Dedicated to Francis Borceux on the occasion of his sixtieth birthday Abstract: Observing that weak ...
We present the closure operators and detach several distinct topics of mathematics in which we can o...
We present the closure operators and detach several distinct topics of mathematics in which we can o...
Observing that weak heredity of regular closure operators in Top and of homological closure operator...
Discrete systems such as sets, monoids, groups are familiar categories. The internal strucutre of ...
This thesis investigates the properties and behaviour of closure algebras. Closure algebras generali...
Discrete systems such as sets, monoids, groups are familiar categories. The internal strucutre of ...
Since the introduction of closure operators in topology (Riesz [1909], Kuratowski [1922] and others)...
Abstract. We argue that closure operators are fundamental tools for the study of relationships betwe...
Preprint enviat per a la seva publicació en una revista científica: Zeitschrift fur mathematische Lo...
An abstract notion of closure operator is proposed with numerous applications in topology, algebra a...
This paper deals with an order-theoretic analysis of certain structures studied in category theory. ...
The closure operators in the category Top of topological spaces are studied in full detail, providin...
Closure operators in the category of topological spaces are studied in connection to epimorphisms
Abstract Departing from a suitable categorical description of closure operators, this paper dualizes...
Dedicated to Francis Borceux on the occasion of his sixtieth birthday Abstract: Observing that weak ...
We present the closure operators and detach several distinct topics of mathematics in which we can o...
We present the closure operators and detach several distinct topics of mathematics in which we can o...
Observing that weak heredity of regular closure operators in Top and of homological closure operator...
Discrete systems such as sets, monoids, groups are familiar categories. The internal strucutre of ...
This thesis investigates the properties and behaviour of closure algebras. Closure algebras generali...
Discrete systems such as sets, monoids, groups are familiar categories. The internal strucutre of ...
Since the introduction of closure operators in topology (Riesz [1909], Kuratowski [1922] and others)...
Abstract. We argue that closure operators are fundamental tools for the study of relationships betwe...
Preprint enviat per a la seva publicació en una revista científica: Zeitschrift fur mathematische Lo...