The following researchers will be presenting their works:
- Diego Alonso-Orán “The SQG equation on the two dimensional sphere”
- Antonio Baisón “Nonlinear elliptic equations in divergence form with operator in Besov-Lipschitz space”
- Gennaro Ciampa “Smooth approxiation is not a selection principle for transport equation”
- Graziano Crasta “Bernouilli free boundary problem for the infinity laplacian”
- Gyula Csató “Gaffney inequality: best constant problem and some generalizations”
- Virginia De Cicco “Anzellotti’s pairing theory and Gauss-Green theorem”
- María Ángeles Garcia-Ferrero “The Biot-Savart operator of a bounded domain”
- Zineb Hassainia “Global bifurcation of rotating vortex patches”
- Lars Eric Hientzsch “Low Mach number limit for Quantum Navier-Stokes equations”
- Lauri Hitruhin “Joint rotational and stretching multifractal spectra of homeomorphisms with integrable distortion”
- José A. Iglesias “Variational problems arising from the settling of particles in Bingham fluids”
- Heikki Jylhä “Sobolev regularity of flows of non-Lipschitz vector fields”
- Omar Lazar “Global existence for the stable Muskat equation”
- Silvia Ligabue “Lagrangian solutions to the Vlasov-Poisson system with a point charge”
- Sauli Lindberg “Proof of Taylor’s conjecture on magnetic helicity conservation”
- Rami Luisto “Weak regularity of the inverse under minimal assumptions”
- Annalisa Malusa “Crystalline evolutions in heterogeneous media”
- Ángel Martínez “Fractional operators related to the SQG equation on the two dimensional sphere”
- Eden Prywes “A bound on the cohomology of quasiregularly elliptic manifolds”
- Camilo Rey-Torres “Topological operators for partial differential equation modeling”
- Angela Wu “Weak tangents of metric spheres”
In case you want to deliver a short talk, first you need to register. While registering, you will be asked if you want to deliver a short talk. In case the answer is “yes”, you should email to gftfm [at] mat.uab.cat a PDF file including a tentative title of your talk, together with a short abstract (half a page at most).