| Date: | September 8, 2022 |
| Time: | 09:30am |
| Location: | BLOC 302 |
| Speaker: | Chris Gartland, Texas A&M University |
| Title: | On the characterization of free spaces isomorphic to L1-spaces |
|
| Date: | September 15, 2022 |
| Time: | 09:30am |
| Location: | BLOC 302 |
| Speaker: | Luis Eduardo Aceves González , Texas A&M University |
| Title: | On Qiu's example of a Banach space that is superreflexive but not UMD |
|
| Date: | September 22, 2022 |
| Time: | 09:30am |
| Location: | BLOC 302 |
| Speaker: | Luis Eduardo Aceves González , Texas A&M University |
| Title: | On Qiu's example of a Banach space that is superreflexive but not UMD (part II) |
|
| Date: | October 6, 2022 |
| Time: | 09:30am |
| Location: | BLOC 302 |
| Speaker: | Ryan Malthaner, Texas A&M University |
| Title: | On Lipschitz free spaces isometric to subspaces of L1-spaces (after Godard) |
|
| Date: | October 20, 2022 |
| Time: | 09:30am |
| Location: | BLOC 302 |
| Speaker: | Garett Tresch, Texas A&M University |
| Title: | An Isometric Characterization of Lipschitz-free Spaces on Finite Metric Spaces (after Alexander, Fradelizi, Garcia-Lirola, Zvavitch) |
|
| Date: | October 27, 2022 |
| Time: | 09:30am |
| Location: | online |
| Speaker: | Garett Tresch, Texas A&M University |
| Title: | An Isometric Characterization of Lipschitz-free Spaces on Finite Metric Spaces (after Alexander, Fradelizi, Garcia-Lirola, Zvavitch) Part II |
|
| Date: | November 3, 2022 |
| Time: | 09:30am |
| Location: | BLOC 302 |
| Speaker: | András Zsák, Peterhouse College, University of Cambridge |
| Title: | On coarse and uniform embeddings of stable spaces into reflexive spaces (after N. Kalton) |
|
| Date: | November 17, 2022 |
| Time: | 09:30am |
| Location: | BLOC 624 |
| Speaker: | Yongming Li, Texas A&M University |
| Title: | A non-reflexive space with type 2 and cotype 2+ε (after Pisier and Xu) |
|
| Date: | December 8, 2022 |
| Time: | 09:30am |
| Location: | BLOC 302 |
| Speaker: | Pavlos Motakis, York University |
| Title: | Uniqueness of c0 asymptotic structures (after Freeman, Odell, Sari, Zheng) |
|
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