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International Conference on Applicable General Topology
August 12-18, 2001
Hacettepe University
Ankara, Turkey

Organizers
L. M. Brown (Ankara), G. Brümmer (Cape Town), M. Diker (Ankara), M. Henriksen (Claremont), R. D. Kopperman (New York), G. M. Reed (Oxford), I. L. Reilly (Auckland), S. Salbany (Pretoria), D. Spreen (Siegen)

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Complete metric s-frames
by
Mojgan Vojdani Tabatabaee
Shahid Beheshti University, Tehran
Coauthors: M. Mehdi Ebrahimi (Shahid Beheshti University)

A s-frame is a lattice in which countable joins exist and binary meets distribute over countable joins. In this paper the category M sFrm, of metric s-frames is introduced, and it is shown to be equivalent to the category MLFrm, of metric Lindelof frames.

Finally, it is shown that the complete metric s-frames are exactly the cozero parts of complete metric Lindelof frames.

Paper reference: doi:10.1023/A:1023533424445

Date received: June 11, 2001


Copyright © 2001 by the author(s). The author(s) of this document and the organizers of the conference have granted their consent to include this abstract in Atlas Conferences Inc. Document # cagx-20.