Speaker: Robert F. Allen, University of Wisconsin-La Crosse
Weighted composition operators on the space of analytic functions with derivative in the Hardy-Hilbert space
Abstract: Weighted composition operators arise naturally in the study of Hilbert spaces. These operators have been studied on many Banach and Hilbert spaces, including Hardy spaces, Bergman spaces, and Bloch-type spaces. Our research goal is to study weighted composition operators on the space of analytic functions whose derivative belongs to the Hardy-Hilbert space on the unit disk of the complex plane. This talk will take you on our journey to study weighted composition operators via the composition and multiplication operators. This is joint work with Katherine Heller and Matthew Pons.Time: Friday, April 8, 2016, 3:30-4:20 p.m.
Department of Mathematical Sciences
George Mason University
4400 University Drive, MS 3F2
Fairfax, VA 22030-4444
Tel. 703-993-1460, Fax. 703-993-1491