Localization of the Zuckerman functor and applications, I

Localization in representation theory refers to categorical
equivalences between categories of representations and geometric
categories, such as D-modules on flag varieties.  In these talks, we
will focus specifically on the localization of the Zuckerman functor.
The first talk will explain the localization of the Zuckerman functor
in the context of Harish-Chandra modules, and specifically the
application to localizing degenerate principal series on partial flag
varieties.  The second talk will discuss localization of generalized
Harish-Chandra modules.