Countable choice and pseudometric spaces

Author:

Bentley H.L.,Herrlich H.

Publisher

Elsevier BV

Subject

Geometry and Topology

Reference6 articles.

1. Compactness and the axiom of choice;Herrlich;Appl. Categ. Struct.,1996

2. H. Herrlich and J. Steprāns, Maximal filters, continuity, and choice principles, Quaestiones Math., to appear.

3. H. Herrlich and G.E. Strecker, When is N Lindelöf?, Comment. Math. Univ. Carolin. 38, to appear.

4. Eine Bemerkung zum Auswahlaxiom;Jech;Časopis Pěst. Mat.,1968

5. The Axiom of Choice;Jech,1973

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1. The axiom of choice in metric measure spaces and maximal $$\delta $$-separated sets;Archive for Mathematical Logic;2023-03-13

2. On Dominated Extension of Linear Operators;Mathematical Notes;2020-07

3. Extension of Positive Operators;Siberian Mathematical Journal;2020-03

4. On uniformly continuous functions between pseudometric spaces and the Axiom of Countable Choice;Archive for Mathematical Logic;2018-07-17

5. Some versions of second countability of metric spaces in ZF and their role to compactness;Commentationes Mathematicae Universitatis Carolinae;2018-05-21

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