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

Posters

Andres Roger Arnau Notari. The lattice Lipschitz inequality on C(K)
Sudeshna Basu. Small Diameter Properties in Banach spaces
María Luisa Castillo Godoy. Zero product determined Banach algebras and Jordan homomorphisms
Nikita Evseev. Sobolev maps with values in an arbitrary metric space
Otte Heinaevaara. Planes in Schatten-p, and a problem of Ball, Carlen and Lieb
Pablo Jiménez Rodríguez. On the differentiability of the convolution
Pavel Ludvík. Topological entropy for multivalued mappings
Tomáš Raunig. Lipschitz-free p-space norm
Davide Ravasini. Haar null convex sets
Radovan Švarc. Mazur-Ulam property of JB*-algebras

Sponsors