Speakers
- Jaime Angulo (USP, Brazil) – Existence and stability of bound states solutions on the tadpole graph for the NLS equation
- Hector Chang-Lara (CIMAT, Mexico) – The non-convex gradient constrained problem
- Adan Corcho (Cordoba, Spain) – Well-posedness for non-isotropically perturbed nonlinear Schrödinger equation on cylinder domains
- Maria Esteban (Dauphine, France) – Optimal quantitative stability results for the Sobolev and the Gaussian logarithmic Sobolev inequalities
- Lucas Ferreira (UNICAMP, Brazil) – On FB-spaces and a localization approach for a class of elliptic BVPs with singular data
- Luiz Farah (UFMG, Brazil) – On the mass-critical inhomogeneous NLS equation
- Helge Holden (NTNU, Norway) – The Camassa—Holm equation with transport noise
- Justin Holmer (Brown University, USA) – Stable blow-up of the modified Benjamin-Ono equation
- Marta Lewicka (University of Pittsburgh, USA) – The Monge-Ampere system: convex integration in arbitrary dimension and codimension
- Yachun Li (Shangai Jiao Tong University, China) – Non-uniqueness in law of Leray solutions to 3D forced stochastic Navier-Stokes equations
- Argenis Mendez (UNICAMP, Brazil) – Analyticity and smoothing effect for the dispersive generalized Benjamin-Ono equation
- Tetsu Mizumachi (Hiroshima University, Japan) – Linear stability of elastic 2-line solitons for the KP-II equation
- Claudio Muñoz (UChile, Chile) – Bounds on the approximation error for deep neural networks applied to dispersive models: Nonlinear waves
- João Nariyoshi (USP, Brazil) – On the existence of source-solutions to the multidimensional Burgers equation
- Ivan Naumkin (UNAM, Mexico) – On dispersion of solutions for the nonlinear Shcrödinger equation with a potential
- Gabrielle Nornberg (UChile, Chile) – Nonlinear nonlocal operators in cones
- Gabriela Planas (UNICAMP, Brazil) – On the decay of critical norm of solutions for some dissipative equations
- Gustavo Ponce (UCSB, USA) – Unique Continuation Properties of Nonlocal Nonlinear Dispersive Models
- Oscar Riaño (UNC Bogotá, Colombia) – Instability results for three-dimensional critical Zakharov- Kuznetsov equation
- Eduardo Teixeira (CFU, USA) – Regularity in Nonlinear Diffusion: A Geometric Perspective