Lluís Santaló School 2023. Linear and non-linear analysis in Banach spaces

Book of abstracts

Program

Monday 17th

9.30-10.00. Opening
10.00-10.50. Verónica Dimant. Linearization of non-linear functions I. Slides
11.00-11.30. Break
11.30-12.20. Richard Smith. Lipschitz-free spaces and representing measures I. Slides and notes (of all the course)
12.30-13.20. Abraham Rueda Zoca. Geometry of tensor products and bilinear mappings in Banach spaces I. Slides
13.30-15.30. Lunch
15.30-16.10. Tommaso Russo. Norming tales. Slides
16.20-17.00. Ramón J. Aliaga. The Schur and Radon-Nikodým properties for Lipschitz-free spaces. Slides
17.05-17.25. Wilson Cuellar. Symplectic structures on Rochberg spaces. Slides

Tuesday 18th

9.30-10.20. Verónica Dimant. Linearization of non-linear functions II. Slides
10.30-11.20. Gilles Lancien. Non linear geometry and asymptotic properties of Banach spaces I. Slides (of all the course)
11.30-12.00. Break
12.00-12.50. Richard Smith. Lipschitz-free spaces and representing measures II.
13.00-13.30. Eva Kopecká. Convergence of remote projections onto convex sets. Slides
13.35-15.30. Lunch
15.30-16.10. Johann Langemets. On slicely countably determined sets in Banach spaces. Slides
16.20-16.40. Rubén Medina. A nonlinear Enflo example.
16.45-17.05. Alicia Quero. On the numerical index of the real two-dimensional L_p space. Slides
17.10-17.30. Christian Cobollo. On the numerical index of 2-dimensional Lipschitz-free spaces. Slides

Wednesday 19th

9.30-10.20. Richard Smith. Lipschitz-free spaces and representing measures III
10.30-11.10. Michal Doucha. Generic Banach spaces. Slides
11.20-11.50. Break
11.50-12.40. Abraham Rueda Zoca. Geometry of tensor products and bilinear mappings in Banach spaces II. Slides
12.50-13.30. Colin Petitjean. On the weak topology in Lipschitz free spaces. Slides
13.35-15.00. Lunch
15.00-15.30. Poster session
15.30-16.00. Denka Kutzarova. From property (beta) of Rolewicz to metric geometry. Slides
16.10-16.30. Jacopo Somaglia. Some recent progresses in renorming theory. Slides
16.35-16.55. Triinu Veeorg. Unconditional bases and Daugavet renormings. Slides
17.00-17.20. Andrés Quilis. Different convexity concepts in norms of Banach spaces. Slides

Thursday 20th

9.30-10.20. Gilles Lancien. Non linear geometry and asymptotic properties of Banach spaces II
10.30-11.00. Valentin Ferenczi. On isometry groups on the space of converging sequences. Slides
11.10-11.40. Break
11.40-12.30. Verónica Dimant. Linearization of non-linear functions III. Slides
12.40-13.30. Abraham Rueda Zoca. Geometry of tensor products and bilinear mappings in Banach spaces III. Slides
13.35-15.30. Lunch
15.30-16.00. Stephen Dilworth. Metric embeddings of Laakso graphs into Banach spaces. Slides
16.10-16.30. Jakup Rondoš. Distances between C(K) spaces. Slides
16.35-16.55. Damian Sobota. Continuous operators from spaces of Lipschitz functions. Slides
17.00-17.20. Harrison Gaebler. Riemann Integration and Asymptotic Structure of Banach Spaces. Slides

Friday 21st

9.30-10.20. Gilles Lancien. Non linear geometry and asymptotic properties of Banach spaces III
10.30-11.00. José Orihuela. Separable Faces and Renormings of non-separable Banach Spaces. Slides
11.10-11.40. Break
11.40-12.10. Gonzalo Martínez Cervantes. On the complemented subspace problem. Slides
12.20-12.50. Antonio Avilés. Banach spaces and Banach lattices. Slides
13.00-13.30. Mikhaill Ostrovskii. Dvoretzky-type theorem for locally finite subsets of a Hilbert space. Slides