This paper studies injectivity for continuous maps between T0-spaces. The new characterizations obtained establish a parallelism between characterizations of injective monotone maps between ordered sets and of injective continuous maps between T0-spaces
Notions and techniques of enriched category theory can be used to study topological structures, lik...
In this paper we introduce and investigate the notions of point open order topology, compact open or...
Characterizations of pairs (E; F) of complete (LF)–spaces such that every continuous linear map from...
This paper studies injectivity for continuous maps between T0-spaces. The new characterizations obta...
This paper studies injectivity for continuous maps between T0-spaces. The new characterizations obta...
Using Escard\uf3\u2019s characterization of injectivity via Kock\u2013Z\uf6berleinmonads, we introdu...
Using Escard\uf3\u2019s characterization of injectivity via Kock\u2013Z\uf6berleinmonads, we introdu...
Fibrewise notions of continuous lattice, continuous Scott domain, and stably compact space were intr...
AbstractGiven an injective space D (a continuous lattice endowed with the Scott topology) and a subs...
AbstractWe investigate injective objects with respect to the class of embeddings in the categories T...
AbstractMany categories of semantic domains can be considered from an order-theoretic point of view ...
We investigate injective objects with respect to the class of embeddings in the categories Top/B (...
AbstractThe work of the present author and his coauthors over the past years gives evidence that it ...
We investigate injective objects with respect to the class of embeddings in the categories Top/B (To...
AbstractIt is shown that the compact topological spaces are precisely the injective spaces with resp...
Notions and techniques of enriched category theory can be used to study topological structures, lik...
In this paper we introduce and investigate the notions of point open order topology, compact open or...
Characterizations of pairs (E; F) of complete (LF)–spaces such that every continuous linear map from...
This paper studies injectivity for continuous maps between T0-spaces. The new characterizations obta...
This paper studies injectivity for continuous maps between T0-spaces. The new characterizations obta...
Using Escard\uf3\u2019s characterization of injectivity via Kock\u2013Z\uf6berleinmonads, we introdu...
Using Escard\uf3\u2019s characterization of injectivity via Kock\u2013Z\uf6berleinmonads, we introdu...
Fibrewise notions of continuous lattice, continuous Scott domain, and stably compact space were intr...
AbstractGiven an injective space D (a continuous lattice endowed with the Scott topology) and a subs...
AbstractWe investigate injective objects with respect to the class of embeddings in the categories T...
AbstractMany categories of semantic domains can be considered from an order-theoretic point of view ...
We investigate injective objects with respect to the class of embeddings in the categories Top/B (...
AbstractThe work of the present author and his coauthors over the past years gives evidence that it ...
We investigate injective objects with respect to the class of embeddings in the categories Top/B (To...
AbstractIt is shown that the compact topological spaces are precisely the injective spaces with resp...
Notions and techniques of enriched category theory can be used to study topological structures, lik...
In this paper we introduce and investigate the notions of point open order topology, compact open or...
Characterizations of pairs (E; F) of complete (LF)–spaces such that every continuous linear map from...
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