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Convergence and Topology

June 27 - July 2, 1998

Erice, Sicily, Italy

Mathematics

Host: International School of Mathematics "G. Stampacchia"
Homepage: http://www.u-bourgogne.fr/monge/s.dolecki/erice.html

Organizers: P. Collins (Oxford), S. Dolecki (Dijon), G. Tironi (Trieste)

Description:
Set-theoretic methods, spaces of functions, hyperspaces, convergence-theoretic methods, applications

Speakers: Alexander V. Arhangel'skii (in collaboration with R. Buzyakova): On linearly Lindelöf spaces, Ronald Beattie: The Closed-Graph Theorem in Convergence Vector Spaces, Heinz-Peter Butzmann: Convergence groups, Mitrofan Cioban: Functional equivalence of topological spaces, Alan Dow: Cohen Reals and bN, Alan Dow: Weakening of Soloway's principle, David Fremlin: On a problem of A. Bellow, Paul Gartside: The Space of Subgroups, Miroslav Husek: How to generalize sequential cardinals, Romano Isler: Topological tools in Social Sciences and Economy, Tsugunori Nogura: Characterizations of topological spaces via continuous selections, Michael Reed: Convergence in topology and computer science, Mary Ellen Rudin: First countability, Walter Rudin: Analytic Aspects of the Bohr Topology, Vladimir V. Uspenskij" The Roelcke compactification of topological groups, Jan van Mill: There are many Kunen compact L-spaces, Stephen Watson: Embedding metric spaces into R2 or R3 with the supremum metric

Date received: July 26, 1999


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