NAFSA 13

School on Nonlinear Analysis, Function Spaces and Applications 13 is held in
Prague (Czech Republic), June 1 - June 5, 2026.

Invited lectures

Anna Balci: Gradient Estimates and Numerical Analysis of Nonlinear Problems with Differential Forms on Riemannian Manifolds
Polona Durcik: Singular Brascamp-Lieb estimates and quantitative convergence of ergodic averages
Ryan Gibara: Maximal Functions and Mean Oscillation
Franz Gmeineder: Differential operator based function spaces
Victor Lie: The LGC method: a study guide on some recent advancements in Fourier analysis
Vít Musil: A Unified Approach to Optimality in Orlicz Spaces & Understanding and Using Modern AI Tools in Mathematical Research
Paolo Salani: Minkowski combination of functions and its application to PDEs
Daniel Spector: Sobolev Inequalities and the Geometry of \(L^1\)