On the approximation properties of spaces predual to H1-spaces
Speaker:
Alexander Brudnyi, University of Calgary
Date and Time:
Thursday, August 30, 2012 - 11:00am to 11:45am
Abstract:
The famous open problem asks about the (Grothendieck) approximation property for the Banach space H∞ of bounded analytic functions on the unit disk equipped with supremum norm. In the talk we discuss some recent results related to this problem and establish approximation property for a large class of space predual to H∞-spaces.
