AMS Sectional Meeting Program by Special Session
Current as of Tuesday, April 12, 2005 15:09:14
1994 Southeastern Section Meeting
Richmond, VA, November 11-13, 1994
Robert J Daverman, AMS firstname.lastname@example.org
Special Session on Set Theoretic Topology and Set Theory
Friday November 11, 1994, 2:30 p.m.-5:20 p.m.
Special Session on Set Theoretic Topology and Set Theory, I
Room 231, Jepson
Split compactification and realcompact extensions.
Charles Aull*, Virginia Polytech Institute & State University
Irreducible collections of open sets in product spaces.
L. Brian Lawrence*, George Mason University
Topological and algebraic copies of N* in N*.
Neil B. Hindman*, Howard University
Dona Strauss, University of Hull, England
A space with normal preimages.
Timothy J. LaBerge*, Union College
Non-normal function spaces with countable extent.
Winfried Just, Ohio University, Athens
Olga Sipacheva, Moscow State University, Moscow
Paul Jan Szeptycki*, Ohio University, Athens
Some weaker monotone separation and local basis properties.
Robert E. Buck*, Slippery Rock University of Pennsylvania
- 2:30 p.m.
Saturday November 12, 1994, 9:00 a.m.-10:50 a.m.
Special Session on Set Theoretic Topology and Set Theory, II
Room 102, Jepson
Maximal Feebly compact expansions.
Jack R. Porter, University of Kansas
Robert M. Stephenson, Jr.*, University of South Carolina, Columbia
R. Grant Woods, University of Manitoba
Compact scattered spacers, tightness, depth, and pi-character.
Alan Dow*, York University
J. Donald Monk, University of Colorado, Boulder
Compact Hausdorff spaces with moderately large families of convergent sequences.
Alan Dow, York University
Peter Nyikos*, University of South Carolina, Columbia
Countably compact, nearly metaLindelof spaces.
Jerry E. Vaughan*, University of North Carolina, Greensboro
- 9:00 a.m.
Saturday November 12, 1994, 2:15 p.m.-5:05 p.m.
Special Session on Set Theoretic Topology and Set Theory, III
Room 102, Jepson
Topological semi-groups on linearly ordered topological spaces.
Robert W. Heath*, University of Pittsburgh
On the Arhangel'skii-Tall problem, I.
Gary F. Gruenhage*, Auburn University, Auburn
Piotr Boleslaw Koszmider, Auburn University, Auburn
On the Arhangel'skii-Tall problem. II
Gary F. Gruenhage, Auburn University, Auburn
Piotr Boleslaw Koszmider*, Auburn University, Auburn
Forcing and normality.
Franklin D. Tall*, University of Toronto
Dimension of a set in l_p as p varies.
John S. Kulesza*, George Mason University
Forcing and diamond axioms.
William G. Fleissner*, University of Kansas
- 2:15 p.m.