Topology Atlas Document # paao-26
We prove that for every n > 2, the Banach-Mazur compactum Q(n) is the compactification of a Hilbert cube manifold by the Euclidean point. For n=2 this result was proved earlier.
Mathematics Subject Classification: 57S10, 54C55
Keywords: Banach-Mazur compactum, Hilbert cube manifold, elliptically convex set
Date received: September 26, 2002.
Copyright © 2002 by the authors. Distributed by Topology Atlas with permission of the authors.