Variable exponent theory and applications


Sunday, 26th of October
Arrivals of the participants, dinner
Monday, 27th of October
10.00-10.45 Peter Hästö The maximal operator on Musielak-Orlicz spaces
10.45-11.15 morning coffee
11.15-12.00 Przemysław Górka
On (pre) compactness in variable exponent spaces
12.00-14.00 lunch
14.00-14.45 Verena Bögelein
Parabolic problems with variable exponent growth
14.45-15.15 afternoon coffee
15.15-15.35 Michał Gaczkowski
Variable Sobolev spaces on Riemannian manifolds
15.40-16.00 Piotr Bies
Schauder theory in variable Hölder spaces
19.00- dinner
Tuesday, 28th of October
10.00-10.45 Petteri Harjulehto
Harnack’s inequality
10.45-11.15 morning coffee
11.15-12.00 Olli Toivanen The p(·)-Laplace equation and its generalizations
12.00-14.00 Lunch
14.00-14.45 Niklas Lundström The boundary Harnack inequality for variable exponent p-Laplacian
14.45-15.15 afternoon coffee
15.15-16.00 Marek Galewski
On a new multiple critical point theorem and some applications to anisotropic problems
19.00- dinner
Wednesday, 29th of October
10.00-10.45 Leszek Gasiński
Positive Solutions for the Dirichlet p(z)-Laplacian with Concave and Convex Nonlinearities
10.45-11.15 morning coffee
11.15-12.00 Sylwia Barnaś & Iwona Skrzypczak
Hardy inequality in variable exponent Lebesgue spaces derived from nonlinear problem
12.00- lunch, departures