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  4. Geometric Potential Analysis

Geometric Potential Analysis

Organizers:

  • Mario Milman, Instituto Argentino de Matematica, Buenos Aires, Argentina
  • Jie Xiao, Memorial University, St. John’s, Canada
  • Boguslaw Zegarlinski, Imperial College, London, United Kingdom

Contact Organizer:

  • Jie Xiao, Memorial University, St. John’s, Canada, Esta dirección de correo electrónico está siendo protegida contra los robots de spam. Necesita tener JavaScript habilitado para poder verlo.

Schedule:

  • Thursday 15, 16:00 to 21:00 UTC-3.
  • Friday 16, 16:00 to 21:00 UTC-3.
  • Monday 19, 16:00 to 21:00 UTC-3.

Thursday, July 15, 16:00 ~ 21:00
16:05 ~ 16:35 A new approach to John—Nirenberg-type spaces
Oscar Dominguez - Universidad Complutense de Madrid, Spain
16:40 ~ 17:10 Log-Sobolev inequalities and the renormalisation group
Roland Bauerschmidt - University of Cambridge, United Kingdom
17:15 ~ 17:45 Review of some results on limit theorems for densities
Sergey Bobkov - University of Minnesota, United States
17:50 ~ 18:20 Fractional Orlicz-Sobolev spaces and applications to nonstandard growth fractional elliptic-type problems
Julian Fernandez Bonder - University of Buenos Aires, Argentina
18:25 ~ 18:55 The doubling property on compact Lie groups
Laurent Saloff-Coste - Cornell University, United States
19:00 ~ 19:30 Fractional Laplacians on the sphere, the Minakshisundaram zeta function and semigroups
Pablo De Nápoli - Universidad de Buenos Aires // IMAS (Conicet), Argentina
19:35 ~ 20:05 On Ahlfors' Schwarzian derivatives for curves
Martin Chuaqui - Pontificia Universidad Católica , Chile
20:10 ~ 20:40 On the Compactness of Poincare-Einstein manifolds
Fang Wang - Shanghai Jiao Tong University, China
Friday, July 16, 16:00 ~ 21:00
16:05 ~ 16:35 Quantitative divergence inequalities and application in kinetic theory
Cl´ement Mouhot - University of Cambridge, UK
16:40 ~ 17:10 Discrete Witten Laplacians and metastability of disordered mean field models
Giacomo Di Gesù - University of Pisa , Italy
17:15 ~ 17:45 Analysis on manifolds and volume growth
Alexander Grigor'yan - University of Bielefeld, Germany
17:50 ~ 18:20 Positive solutions to the time-independent Schrodinger equation and the existence of the gauge
Michael Frazier - University of Tennessee, United States of America
18:25 ~ 18:55 A Sobolev type embedding theorem for Besov spaces defined on doubling metric spaces
Joaquim Martín - Universitat Autònoma de Barcelona, Spain
19:00 ~ 19:30 Singular Integrals, Geometry of Sets, and Boundary Problems
Marius Mitrea - Baylor University, USA
19:35 ~ 20:05 From affine Poincaré inequalities to affine spectral inequalities
Julián Haddad - UFMG, Brazil
20:10 ~ 20:40 The fractional Laplacian and fractional gradient operators
Liguang Liu - Renmin University of China, China
Monday, July 19, 16:00 ~ 21:00
16:05 ~ 16:35 A simple proof of the Alexandrov-Fenchel inequalities for mixed volumes
Dario Cordero-Erausquin - Sorbonne Université, France
16:40 ~ 17:10 Equivalent definitions of Hardy spaces on product spaces of homogeneous type and applications
Maria Cristina Pereyra - University of New Mexico, USA
17:15 ~ 17:45 On the fundamental gap of convex sets in hyperbolic space
Alina Stancu - Concordia University, Canada
17:50 ~ 18:20 On Gaussian Singular Integrals
Wilfredo Urbina-Romero - Roosevelt University, USA
18:25 ~ 18:55 Uniqueness Problems in Analysis, Geometry and Topology
Shihshu Walter Wei - University of Oklahoma, USA
19:00 ~ 19:30 On the dynamical network of interacting particles: from micro to macro
Ewelina Zatorska - Imperial College London, UK
19:35 ~ 20:05 A Sharp Liouville Principle for $\Delta_m u+u^p|\nabla u|^q\leq 0$ on Geodesically Complete Noncompact Riemannian Manifolds
Yuhua Sun - Nankai University, China
20:10 ~ 20:40 Hardy spaces associated to the Kohn Laplacian on a family of model domains in ${\bf C}^2$
Der-Chen Chang - Georgetown University, USA
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