Essentially completeT 0-spaces II. A lattice-theoretic approach

Author:

Hoffmann Rudolf-E.

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference24 articles.

1. Banaschewski, B.: Hüllensysteme und Erweiterung von Quasi-Ordnungen. Z. Math. Logik Grundlagen Math.2, 117?130 (1956)

2. Banaschewski, B.: Extensions of topological spaces. Canad. Math. Bull.7, 1?22 (1964)

3. Banaschewski, B.: Injectivity and essential extensions in equational classes of algebras. In: Proceedings of a Conference (Kingston 1969), pp. 131?147. Kingston: Queen's University 1970

4. Banaschewski, B.: Essential extensions ofT 0-spaces. General Topology and Appl.7, 233?246 (1977)

5. Lecture Notes in Mathematics;B. Banaschewski,1981

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2. Sobrification and bicompletion of totally bounded quasi-uniform spaces;Mathematical Proceedings of the Cambridge Philosophical Society;1987-03

3. The Injective Hull and the -Compactification of a Continuous Poset;Canadian Journal of Mathematics;1985-10-01

4. Order Aspects of the Essential Hull of a Topological TO-SPACE;Orders: Description and Roles - In Set Theory, Lattices, Ordered Groups, Topology, Theory of Models and Relations, Combinatorics, Effectiveness, Social Sciences, Proceedings of the Conference on Ordered Sets and their Application Château dc la Tourcttc; Ordres: Description et Rôles - En Théorie des Treillis, des Groupes Ordonnés; en Topologie, Théorie des Modèles et des Relations, Cornbinatoire, Effectivité, Sciences Sociales, Actes de la Conférence sur ies Ensembles Ordonnés et leur Applications Château de la Tourette;1984

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