Pilar Rueda (Valencia)

will speak on

The approximation property and holomorphic mappings

Time: 4:00PM
Date: Tue 29th January 2019
Location: SCN 125 [map]

Abstract: In 1973 P. Enflo obtained the first example of a separable Banach space that lacks the Approximation property. This example provoked a renewed interest in investigating which spaces fulfill the approximation property and how this property can be extended beyond linear operators. After recalling some classical essentials regarding the approximation property, and inspired by joint work with C. Boyd and S. Dineen, and with E. Çalışkan, we will make a brief tour visiting some of the results that relate the approximation property to spaces of holomorphic functions.

(This talk is part of the Analysis series.)

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