2018 Taipei, Taiwan

SS128:  Recent advances in the calculus of variations and elliptic PDE
Organizer(s):
Name:
Affiliation:
Country:
Northwestern University
USA
ETH Zurich
Switzerland
 
Abstract:
This special session aims to bring together experts and young researchers in the calculus of variations and elliptic PDE to exchange ideas and perspectives. Topics include isoperimetric problems, nonlocal equations, geometric PDE, and functional inequalities.
List of approved abstract
Name
Affiliation
Title
Marco Barchiesi
University of Naples Federico II
Stability of the Gaussian Isoperimetric Problem
Azahara DelaTorre
University of Freiburg
Non local Gluing methods for the fractional Yamabe problem with singularities.
Matias g Delgadino
Imperial College
Alexandrov Theorem revisited
Emanuel Indrei
Purdue University
The geometry of the free boundary near the fixed boundary generated by a fully nonlinear uniformly elliptic operator
Norisuke Ioku
Ehime University
Remark on a Sobolev type inequality in the unit ball
Jun Kitagawa
Michigan State University
Free singularities in optimal transport
Jessica Lin
McGill University
Regularity Estimates for the Stochastic Homogenization of Elliptic Nondivergence Form Equations
Tatsuya Miura
The University of Tokyo
On least energy solutions to a higher-order obstacle problem
Filip Rindler
University of Warwick
Liftings of BV-maps and lower semicontinuity
Angkana Rueland
Max-Planck Institute for Mathematics in the Sciences
Optimal Regularity for the Thin Obstacle Problem with Hoelder Coefficients
Valentina-Mira Wheeler
University of Wollongong
On Chen submanifolds and the Chen flow
Jingang Xiong
Beijing Normal University
On the isoperimetric quotient over scalar-flat conformal classes