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Functional Analysis Valencia 2000
July 3-7, 2000
Technical University of Valencia (UPV) and University of Valencia (UV)
Valencia, Spain

Organizers
R.M. Aron (Kent State U., USA), K.D. Bierstedt (U. Paderborn, Germany), J. Bonet (UPV), J. Cerdà (U. Barcelona, Spain), H. Jarchow (U. Zürich, Switzerland), M. Maestre (UV), J. Schmets (U. Liège, Belgium)

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Approximation by chaotic operators on a Hilbert space
by
Juan Bes
Bowling Green State University
Coauthors: Kit C. Chan (Bowling Green State University)

Let H be a separable, infinite dimensional Hilbert space over the complex field. While the chaotic operators on H are not norm-dense in the operator algebra B(H), we show that they are dense with respect to the strong operator topology. We also show that the chaotic operators span a subspace that is norm-dense in B(H).

(T)

Date received: January 25, 2000

Copyright © 2000 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 # caei-04.