May 2015
Monday May 18, PUC, sala 1 Matematicas 16h Jun Yang (Central China Normal University) Vortex structures for maps from pseudo-Euclidean spaces For some geometric flows (such as wave map equations, Schrödinger flows) from pseudo-Euclidean spaces…
Find out more15h:15 Hernan Castro (Universidad de Talca) Ecuaciones de Sturm-Liouville singulares Abstract 16h30 Eduardo Cerpa (UTFSM) Control de la ecuación de Korteweg-de Vries En esta charla introduciremos el concepto de controlabilidad de ecuaciones en derivadas parciales.…
Find out moreMarcelo Amaral (Unilab-Brazil) Transmission problems on free interfaces We study transmission problems with free interfaces from one random medium to another. Solutions are required to solve distinct partial differential equations, L + and L -�,…
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Monday June 15 16h Dora Salazar (CMM) Vortex-type solutions to a magnetic nonlinear Choquard equation Abstract 17h Carlos Roman (Universidad Paris 6) Sobre el problema de curvatura gaussiana prescrita Abstract
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Monday July 6 16h Jianfu Yang (TBA) Equations involving fractional Laplacian operator: Compactness and applications Abstract 17h Huyuan Cheng (TBA) Boundary blow-up solutions of fractional equations in a measure framework Abstract
Find out moreMonday July 13 16h Anna Kazeykina (Universidad Paris-Sud, France) On the behaviour of solutions for the Novikov-Veselov equation The Novikov-Veselov equation is a 2-dimensional generalization of the renowned Korteweg-de Vries equation integrable via the Inverse…
Find out moreAugust 2015
16h Didier Pilod (UFRJ, Brasil) Dispersive perturbations of Burgers and hyperbolic equations Abstract
Find out moreAsymptotic Stability of solitons of the high dimensional Zakharov-Kuznetsov equation 16h Claudio Muñoz (DIM-CMM) Asymptotic Stability of solitons of the high dimensional Zakharov-Kuznetsov equation In this talk I will discuss a recent work with R.…
Find out moreSeptember 2015
Monday September 14 Rafael Benguria (PUC) The Brezis-Nirenberg Problem on S^n, in spaces of fractional dimension Abstract: We consider the nonlinear eigenvalue problem, -Delta_{mathbb{S^n}} u = lambda u + |u|^{4/(n-2)} u, with $u in H_0^1(Omega)$,…
Find out more16hrs. Paolo Caldiroli (Universitá di Torino) Isovolumetric and isoperimetric inequalities for a class of capillarity functionals Abstract: Capillarity functionals are parameter invariant functionals defined on classes of two-dimensional parametric surfaces in $mathbb{R}^{3}$ as the sum…
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