Set-Theoretic Topology

✍ Scribed by George M. Reed

Publisher: Elsevier Inc, Academic Press Inc
Year: 1977
Tongue: English
Leaves: 430
Category: Library

No coin nor oath required. For personal study only.

✦ Table of Contents

Content:
Front Matter, Page iii
Copyright, Page iv
Dedication, Page v
CONTRIBUTORS, Pages xi-xii
PREFACE, Page xiii
ACKNOWLEDGMENTS, Page xv
AN EXAMPLE CONCERNING THE PRESERVATION OF THE LINDELÖF PROPERTY IN PRODUCT SPACES, Pages 1-10, K. Alster, P. Zenor
CLOSED-COMPLETENESS IN SPACES WITH A QUASI-GδDIAGONAL, Pages 11-16, Robert L. Blair
CLOSED-COMPLETENESS IN SPACES WITH WEAK COVERING PROPERTIES, Pages 17-45, Robert L. Blair
z-EMBEDDING IN βX × βY, Pages 47-72, Robert L. Blair, Anthony W. Hager
A NOTE ON δθ–REFINABLE SPACES, Pages 73-80, James R. Boone
ON COUNTABLY COMPACT EXTENSIONS OF NORMAL LOCALLY COMPACT M-SPACES, Pages 81-89, Dennis K. Burke, Eric K. van Douwen
A CHARACTERIZATION OF CONTINUOUSLY SEMIMETRIZABLE SPACES, Pages 91-95, H. Cook
DENSITY OF COMPACTIFICATIONS, Pages 97-110, Eric K. van Douwen
THE PIXLEY-ROY TOPOLOGY ON SPACES OF SUBSETS, Pages 111-134, Eric K. van Douwen
SEPARATING CLOSED DISCRETE COLLECTIONS OF SINGULAR CARDINALITY, Pages 135-140, William G. Fleissner
OPEN MAPPING THEORY, Pages 141-191, Raymond F. Gittings
MOORE - CLOSED AND LOCALLY MOORE - CLOSED SPACES, Pages 193-217, John Wm. Green
A CONSTRUCTION OF A QUASI-METRIC SOUSLIN SPACE WITH A POINT-COUNTABLE BASE, Pages 219-224, R.W. Heath
ON GENERATING NON-ORTHOCOMPACT SPACES, Pages 225-237, R.W. Heath, W.F. Lindgren
THE ALEXANDROFF-URYSOHN METRIZATION THEOREM REVISITED, Pages 239-253, R.E. Hodel
THE G(m)-SPACES AND OTHER RELATED TOPICS, Pages 255-264, Thomas R. James
STRONG S AND L SPACES UNDER MA, Pages 265-268, Kenneth Kunen
A SELECTION-THEORETIC APPROACH TO CERTAIN EXTENSION THEOREMS, Pages 269-275, David J. Lutzer
SOME SURPRISING BASE PROPERTIES IN TOPOLOGY II, Pages 277-305, Peter J. Nyikos
SOME RESULTS FROM A-SPACES, Pages 307-312, R.C. Olson
SOME OBSERVATIONS ON SEMICOMPLETABLE MOORE SPACES, Pages 313-324, Thomas M. Phillips
NORMALITY AND SEPARABILITY OF MOORE SPACES, Pages 325-337, Teodor C. Przymusiński
ORTHOCOMPACTNESS IS NORMALITY IN FINITE PRODUCTS OF LOCALLY COMPACT LOTS'S, Pages 339-348, Brian M. Scott
A REDUCTION OF THE HEREDITARILY SEPARABLE NON-LINDELÖF PROBLEM, Pages 349-351, Franklin D. Tall
FIRST COUNTABLE SPACES WITH CALIBER ℵ1 MAY OR MAY NOT BE SEPARABLE, Pages 353-358, Franklin D. Tall
SOME EXAMPLES CONCERNING α-BOUNDED SPACES, Pages 359-369, J.E. Vaughan
NON-NORMAL SPACES, Pages 371-381, Michael L. Wage
COMPLETE MAPPINGS IN BASE OF COUNTABLE ORDER THEORY, Pages 383-412, H.H. Wicke
LOCALLY SEPARABLE MOORE SPACES, Pages 413-436, John M. Worrell Jr.

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