Printable PDF
Department of Mathematics,
Department of Mathematics,
University of California San Diego
****************************
Math 243, Functional Analysis
Dr. Mehrdad Kalantar
University of Houston
Operator space complexification revisited
Abstract:
The complexification of a real space can be described as an induced representation (in the sense of Frobenius). In this language, in particular, the analytical aspects of the concept and its generalizations (e.g. quaternification of real spaces), have very canonical descriptions, which allow vast generalizations of some of the key results, such as Ruan’s uniqueness theorem for “reasonable” operator space complexification.
This is joint work with David Blecher.
Host: Priyanga Ganesan
March 5, 2024
11:00 AM
APM 7218 and Zoom (meeting ID: 94246284235)
****************************
