Gilles Godefroy (Institut de Mathématiques de Jussieu)

will speak on

Some recent progress on Lipschitz-free spaces

Time: 3:00PM
Date: Tue 30th April 2024
Location: E0.32 (beside Pi restaurant) [map]

Further information

Abstract: Lipschitz-free spaces $\mathcal{F}(M)$ are Banach spaces which are canonically associated with metric spaces, and they provide a proper way to transfer results on metric spaces to the realm of separable Banach spaces. We will display some recent progress along thee lines, in relation with Grothendieck's Approximation Property, and show for instance that every separable Banach space is isomorphic to a complemented subspace of a separable space which 'nearly' have the Bounded Approximation Property.

https://ucd-ie.zoom.us/j/62293573743

(This talk is part of the Analysis series.)

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