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Spring Topology and Dynamical Systems Conference 2008
March 13-15, 2008
University of Wisconsin Milwaukee and Marquette University
Milwaukee, WI, USA

Organizers
Ric Ancel, Karen Brucks, Craig Guilbault, Chris Hruska, Suzanne Hruska, Boris Okun (UWM); Paul Bankston (Marquette); Lois Kailhofer (Alverno College).

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Homogeneous suspensions are absolute suspensions
by
David P. Bellamy
University of Delaware

An absolute suspension, as introduced by de Groot, is a compact metric continuum X such that for any two distinct points p and q in X, there is a space Y and homeomorphism of the suspension of Y onto X such that the vertices are mapped to p and q. The new result that I shall discuss is that every homogeneous suspension is an absolute suspension.

Date received: February 21, 2008

Copyright © 2008 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 # cawk-57.