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CRM > English > Activities > Curs 2017-2018 > Former JISD editions
Former JISD editions
 
 
 
Edition Organizers Scientific committee Lecturers of courses
JISD2017 X. Cabré
 
M. Cozzi 
 
A. Delshams
 
M. Guàrdia
 
E. Miranda
 
T. M-Seara
 

S. Terracini

J.P. Eckmann 

 
S. Armstrong 

J.-M. Roquejoffre

 

 

​Daniela De Silva (Columbia University)
Free Boundary Problems


Viktor L. Ginzburg (University of California at Santa Cruz)
Periodic Orbits of Hamiltonian Systems: the Conley Conjecture and Beyond


Ovidiu Savin (Columbia University)
The Monge-Ampere equation


Jean Pierre Marco (Université de Paris VI - Pierre et Marie Curie)
Non Perturbative Arnold Diffusion

JISD2016
X. Cabré
 
A. Delshams
 
M. González
 
M. Guàrdia
 
T. M-Seara

S. Terracini

 
J.P. Eckmann 


S. Armstrong 


J.-M. Roquejoffre

​Carlangelo Liverani (Università di Roma "Tor Vergata")
Deterministic Noise
 
Bassam Fayad (Institut de Mathématiques de Jussieu)
Ergodic theory of group actions on homogeneous spaces and applications to probabilistic Diophantine approximations
 
Felix Otto (Max-Planck-Institute for Mathematics in the Sciences, Leipzig)
Stochastic partial differential equations
 
Juncheng Wei (University of British Columbia, Vancouver)
An introduction to gluing methods

 

 

_______________________________________
One hour seminars by:
- Gyula Csato (Univ.)
Peter de Maesschalck (Univ)

 

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):

    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