VARIATIONAL AND GEOMETRIC METHODS IN PDE's 
Ancona, April 18-21, 2012
 

Lectures

  1. -Victor Bangert
    Aubry-Mather Theory for Geometric PDEs

  2. -Andrea Malchiodi
    Variational theory for Liouville equations in geometry and mathematical physics

  3. -Susanna Terracini
    “Competitive systems: geometry and PDE's”

  4. -Juan Luis Vazquez
    Nonlinear diffusion equations with nonlocal operators

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Talks section

  1. -L. Abatangelo
    “Positive harmonic functions in union of chambers domains”

  2. -D. Castorina
    “Spectral theory for linearized p-Laplace equations”

  3. -S. Dipierro
    “Concentration of solutions for a singularly perturbed elliptic PDE problem in non-smooth domains”

  4. -A. Ferrero
    “On the spectrum of the fourth order Steklov eigenvalue problem”

  5. -H-J. Freisinger
    “An Interface Problem for the Nonlinear Schrödinger Equation”

  6. -Y. Ge
    “A new conformal invariant from generalized scalar curvature”

  7. -S. Giuffre
    “Regularity theory of the gradient for general nonlinear parabolic systems”

  8. -Y. Maliki
    “A multiplicity result for a Neumann problem on compact manifolds.”

  9. -A. Massaccesi
    “Currents with coefficients in a group and the Steiner Problem”

  10. -G. Palatucci
    “A variational approach to subcritical problems involving the fractional Laplacian operator”

  11. -C. Pignotti
    “A pointwise estimate for solutions of semilinear elliptic equations”

  12. -F. Punzo
    “Existence and nonexistence of patterns on Riemannian manifolds”

  13. -M. Sanchon
    “Regularity of stable solutions of p-Laplace equations through geometric Sobolev type inequalities”

  14. -J. Serra
    “Radial symmetry for semilinear equations via isoperimetric inequalities”

  15. -R. Servadei
    “Variational methods for equations driven by the fractional Laplacian”

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Download the abstracts