Vés al contingut (premeu Retorn)

Lecturers of courses in former JISD editions

Lecturers in the JISD former edition


Edition Organizers Scientific committee Lecturers of courses
JISD2015
  • X. Cabré
  • A.Delshams
  • M.González
  • T. M-Seara
  • R. de la Llave
  • A. Sorrentino
  • L. Silvestre
  • J. Fejoz
  • E. Pujals
  • J.M.Roquejoffre
  • S. Salsa
  • Scott Armstrong (Université Paris 9)
    Stochastic homogenization, regularity and optimal quantitative estimates
  • Henri Berestycki (EHESS, Paris)
    Reaction-diffusion and propagation in non-homogenous media
  • Jean Pierre Eckman (Université de Genève)
    Non-equilibrium steady states
  • Edriss S. Titi (Weizmann Inst. and Texas A&M University)
    Introductory Lectures on the Euler, Navier-Stokes, and other Geophysical Models

_______________________________________

One hour seminars by:
- Juan  J.   Morales-Ruiz (Technical Univ. of Madrid):
"Solitons and Differential Galois Theory"
- Jean-Michel Roquejoffre (Université Paul Sabatier, Toulouse): "Uniqueness in a class of Hamilton-Jacobi equations with constraints"

 

  • X. Cabré
  • A.Delshams
  • M.González
  • T. M-Seara
  • R.de la Llave
  • A. Sorrentino
  • L. Silvestre
  • J. Fejoz
  • E. Pujals
  • J-M.Roquejoffre
  • S. Salsa
  • Alessio Figalli (Univ. of Texas Austin)
    Regularity results in free boundary problems
  • Konstantin Khanin (Univ. of Toronto)
    Renormalization and Rigidity in Dynamics
  • Sylvia Serfaty (Univ.  Pierre et Marie Curie Paris 6)
    Point systems with Coulomb interaction: from variational study to statistical mechanics
  • Susanna Terracini (Università di Torino)
    Parabolic trajectories, collisions and regularization in the variational approach to the n-body problem

_______________________________________

One hour seminars by:
- Scott Armstrong (Université Paris Dauphine): "Quantitative stochastic homogenization of convex energy functionals"
- Gianmaria Verzini (Politecnico di Milano): "Strong competition versus fractional diffusion"
    • X. Cabré
    • A.Delshams
    • M.González
    • T. M-Seara
        • M.Berti
        • R.de la Llave
        • J-M.Roquejoffre
        • A.Sorrentino
        • M.A.Teixeira
        • J.L.Vázquez

          • Jaques Féjoz (Univ. Paris-Dauphine)
            The search for invariant tori in Hamiltonian systems and applications to celestial mechanics
          • Enrique Pujals(IMPA, Rio de Janeiro)
            Robustly transitive dynamics
          • Sandro Salsa(Politecnico di Milano)
            Regularity of the free boundary in problems with distributed sources
          • Luis Silvestre(Univ. of Chicago)
            Regularity results for nonlocal equations
          • X. Cabré
          • A.Delshams
          • M.González
          • T. M-Seara
            • M.Berti
            • R.de la Llave
            • J-M.Roquejoffre
            • A.Sorrentino
            • M.A.Teixeira
            • J.L.Vázquez

              • M. Capinski (AGH Univ. of Science and Technology Al. Mickiewicza, Kraków, Poland)
                Geometric methods for invariant manifolds in dynamical systems
              • M. Gidea(Northeastern Illinois Univ., Chicago, USA)
                Aubry Mather Theory from a Topological Viewpoint
              • H. Shahgholian (Royal Inst. of Technology, Stockholm, Sweeden)
                Obstacle type free boundaries (Theory and applications)
              • E. Valdinoci (Univ. degli Studi di Milano, Italy)
                (Non) local phase transition equations
                • X. Cabré
                • M.González
                • T. M-Seara
                  • M.Berti
                  • R.de la Llave
                  • J-M.Roquejoffre
                  • A.Sorrentino
                  • M.A.Teixeira
                  • J.L.Vázquez
                  • Luis Caffarelli (Univ. of Texas Austin, USA)
                    Fully non linear equations I: Basic theory for local and non local elliptic equations
                  • Lorenzo Díaz (Catholic Univ. of Rio de Janeiro)
                    Rich dynamics in heterodimensional cycles
                  • Vadim Kaloshin (Univ. of Maryland)
                    Principle of minimal action in dynamics
                  • Yanyan Li(Rutgers Univ., USA)
                    Fully non linear equations II: Applications to conformal geometry
                  • X. Cabré
                  • M.González
                  • T. M-Seara
                    • X. Cabré
                    • M.González
                    • T. M-Seara
                      • Massimiliano Berti (Univ. Federico II)
                        New connections between dynamical systems and Hamiltonian PDEs
                      • Tim Myers (CRM, Bellaterra, Barcelona)
                        Mathematical modelling of phase transitions
                      • Jean-Michel Roquejoffre (Univ. Paul Sabatier. Toulouse III)
                        Partial differential equations with fractional diffusion
                      • Alfonso Sorrentino (Univ. of Cambridge)
                        Action-minimizing methods in Lagrangian dynamics
                      • X. Cabré
                      • T. M-Seara
                      • X. Cabré
                      • T. M-Seara
                      • Marco Antonio Teixeira (Univ. Estatual de Campinas)
                        Generic Bifurcations in Dynamical Systems
                      • Juan Luis Vázquez (Univ. Autónoma de Madrid)
                        Asymptotic methods for non-linear diffusion equations
                      • X. Cabré
                      • A.Delshams
                      • T. M-Seara
                      • X. Cabré
                      • A.Delshams
                      • T. M-Seara
                      • Dario Bambusi (Univ. degli studi di Milano)
                        Normal form for hamiltonian PDEs
                      • Rafael de la Llave (Univ. of Texas at Austin)
                        Introduction to the properties of extended systems
                      • Changfeng Gui (Univ. of Connecticut)
                        Multi peak solutions and solutions of semilinear equations in phase transitions and a conjecture of De Giorgi
                      • Vadim Kaloshin (Penn. State Univ. and Univ. of Maryland)
                        Instabilies in the 3 body problem
                      • Regis Monneau (CERMICS-ENPC, France)
                        Introduction to dislocations dynamics
                      • X.Cabré
                      • A.Delshams
                      • T. M-Seara
                      • X.Cabré
                      • A.Delshams
                      • T. M-Seara
                      • Mirko Degli Esposti (Univ. di Bologna)
                        Mathematical aspects and prospectives of quantun chaos
                      • Mario di Bernardo (Univ. of Naples Federico II)
                        Bifurcations, analysis and control of continuous-time nonsmooth and hybrid continuous-time systems
                      • François Hamel (Univ. Aix-Marseille III)
                        Reaction-diffusion equations and front propagation
                      • S. John Hogan (Univ. of Bristol)
                        Nonsmooth discrete dynamical systems
                      • Hiroshi Matano (Univ. of Tokyo)
                        Order-preserving dynamical systems and blow-up in nonlinear heat equations
                      • C. Eugene Wayne (Boston Univ.)
                        Infinite dimensional dynamical systems and the Navier-Stokes equation
                      • T.Guillamon
                      • T. Guillamon
                      • John Rinzel (Courant Inst. and Center for Neural Science, New York Univ.)
                        Understanding neuronal dynamics by geometrical dissection of minimal models
                      • David Terman (Ohio State Univ.)
                        Neuronal Dynamics: use of dynamical systems methods to analyze models of neuronal firing patterns
                      • T. M-Seara
                      • T. M-Seara
                      • Alain Chenciner (Inst. de Mécanique Céleste, Paris)
                        Calculus of variations and introduction to weak KAM theory
                      • Luigi Chierchia (Univ. degli Studi "Roma Tre")
                        Quasi-periodic solutions for the three-body problem
                      • T. M-Seara
                      • T. M-Seara
                      • R. de la LLave (Univ. of Texas at Austin)
                        Introduction to the theory of normally hyperbolic manifolds
                      • G. Haller (MIT)
                        Invariant manifolds in physical systems
                      • A.Delshams
                      • T. M-Seara
                      • A.Delshams
                      • T. M-Seara
                      • Sergey Bolotin (Univ. Wisconsin)
                        Variational methods in mechanical systems
                      • Rafael de la Llave (Univ. of Texas at Austin)
                        Variedades invariantes normalmente hiperbólicas
                      • Tere M-Seara (UPC)
                        Introducción a los sistemas dinámicos y a la teoría de perturbaciones
                      • Rafael Ortega (UB)
                        Oscilaciones no lineales
                      • David Sauzin (Institut de Mécanique Céleste, CNRS)
                        Asymptotic methods, complex time and resurgence in dynamical systems
                      • Dmitry Treschev (Univ. Moscú)
                        Averaging in regularly perturbed ODE








                      01-07-2015 - Rosa Maria Cuevas