Add to ORKGLet Cb be the admissible functorial quasi-uniformity on the completely regular bispaces which is spanned by the upper quasi-uniformity on the real line. Answering a question posed by B. Banaschewski and G. C. L. Brümmer in the affirmative we show that CbX is transitive for every strongly zero-dimensional bispace
AbstractIn this paper we begin to study some cardinal functions related to quasi-uniformities. We sh...
AbstractIt is shown that if a semi-uniformity has a base consisting of countable covers, then there ...
AbstractWe show that a metrizable topological space X is completely metrizable if and only if it adm...
Let Cb be the admissible functorial quasi-uniformity on the completely regular bispaces which is spa...
Includes bibliographical references.The relationship between transitive uniform spaces and zero-dime...
Chapter 1 deals with basic properties of the category of quasi-uniform spaces and its full subcatego...
We observe that if is a compatible totally bounded quasi-uniformity on a T0-space (X,), then the bic...
Completions and a strong completion of a quasi-uniform space are constructed and examined. It is sho...
Completions and a strong completion of a quasi-uniform space are constructed and examined. It is sho...
A topological space is called a uqu space [10] if it admits a unique quasi-uniformity. Answering a q...
AbstractIt is proved that each infinite completely regular Hausdorff space admits a nontransitive to...
Bibliography: pages 90-94.Ordered spaces were introduced by Leopoldo Nachbin [1948 a, b, c, 1950, 19...
A characterization of the topological spaces that possess a bicomplete fine quasi-uniformity is obta...
A characterization of the topological spaces that possess a bicomplete fine quasi-uniformity is obta...
An example of a quasi-uniform space which is complete but not strongly complete is constructed. We a...
AbstractIn this paper we begin to study some cardinal functions related to quasi-uniformities. We sh...
AbstractIt is shown that if a semi-uniformity has a base consisting of countable covers, then there ...
AbstractWe show that a metrizable topological space X is completely metrizable if and only if it adm...
Let Cb be the admissible functorial quasi-uniformity on the completely regular bispaces which is spa...
Includes bibliographical references.The relationship between transitive uniform spaces and zero-dime...
Chapter 1 deals with basic properties of the category of quasi-uniform spaces and its full subcatego...
We observe that if is a compatible totally bounded quasi-uniformity on a T0-space (X,), then the bic...
Completions and a strong completion of a quasi-uniform space are constructed and examined. It is sho...
Completions and a strong completion of a quasi-uniform space are constructed and examined. It is sho...
A topological space is called a uqu space [10] if it admits a unique quasi-uniformity. Answering a q...
AbstractIt is proved that each infinite completely regular Hausdorff space admits a nontransitive to...
Bibliography: pages 90-94.Ordered spaces were introduced by Leopoldo Nachbin [1948 a, b, c, 1950, 19...
A characterization of the topological spaces that possess a bicomplete fine quasi-uniformity is obta...
A characterization of the topological spaces that possess a bicomplete fine quasi-uniformity is obta...
An example of a quasi-uniform space which is complete but not strongly complete is constructed. We a...
AbstractIn this paper we begin to study some cardinal functions related to quasi-uniformities. We sh...
AbstractIt is shown that if a semi-uniformity has a base consisting of countable covers, then there ...
AbstractWe show that a metrizable topological space X is completely metrizable if and only if it adm...