Dear all,

The next Banach spaces webinar is on Friday October 16 9AM CDT (e.g., Dallas, TX time). Please join us at

https://unt.zoom.us/j/512907580

Speaker: Mitchell Taylor, UC Berkeley

Title: Free Banach lattices: subspace structure and basic sequences

Abstract: Given a Banach space E, one can associate a Banach lattice FBL[E] with the property that every bounded operator from E to a Banach lattice X extends uniquely to a lattice homomorphism from FBL[E] into X. We will discuss the structure of FBL[E], and give complete answers to questions like ``when does an embedding of E into F induce a lattice embedding of FBL[E] into FBL[F]?" This is joint work with Timur Oikhberg, Pedro Tradacete and Vladimir Troitsky.

For more information about the past and future talks, and videos please visit the webinar website http://www.math.unt.edu/~bunyamin/banach

Thank you, and best regards,

Bunyamin Sari