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Displaying 24 authors out of 24
A. MALCHIODI (IAS, Princeton, USA)
Concentrating solutions in nonlinear elliptic problems (1)
Concentrating solutions in nonlinear elliptic problems (2)
Concentrating solutions in nonlinear elliptic problems (3)
Construction of multidimensional spike-layers.
A.C. PONCE (Université Paris 6, France)
On the distributions of the form $sum_i{ ( delta_{p_i} - delta_{n_i} ) }$
D. SMETS (Université Paris 6, France)
Convergence of the parabolic Ginzbug-Landau equation to motion by mean curvature.
E. HEBEY (Universite' de Cergy-Pontoise, France)
Variational methods and elliptic equations in Riemannian geometry (1)
Variational methods and elliptic equations in Riemannian geometry (2)
Variational methods and elliptic equations in Riemannian geometry (3)
Variational methods and elliptic equations in Riemannian geometry (4)
Variational methods and elliptic equations in Riemannian geometry (5)
Variational methods and elliptic equations in Riemannian geometry (6)
Bubbles over bubbles, elliptic equations and blow up theory.
E. SANDIER (Universite' Paris 12, France)
Vorticity and critical fields in Ginzburg-Landau model (1)
Vorticity and critical fields in Ginzburg-Landau model (2)
Vorticity and critical fields in Ginzburg-Landau model (3)
E.C. KUWERT (Albert-Ludwigs-Universität, Freiburg, Germany)
Removability of point singularities of Willmore surfaces
F. BETHUEL (Universite' Paris 6, France)
Ginzburg-Landau problems (1)
Ginzburg-Landau problems (2)
Ginzburg-Landau problems (3)
Vortex-ring for the Gross-Pitaevskii equation.
F. ZHOU (East China Normal University, P.R. China)
Some existence results for semilinear equations via topological methods.
H. BRÉZIS (Université Paris 6, France)
A new method to detect topological singularities. Application to Ginzburg-Landau.
I. SHAFRIR (Technion, Haifa, Israel)
Topology and Sobolev spaces (1)
Topology and Sobolev spaces (2)
Topology and Sobolev spaces (3)
Topology and Sobolev spaces (4)
Topology and Sobolev spaces (5)
Topology and Sobolev spaces (6)
J. BYEON (POSTECH, Korea)
Standing waves with a critical frequency for nonlinear Schrödinger equations.
J. QING (University of California at Santa Cruz, USA)
Higher order equations. Q-curvatures. Relation with spectral invariants. Applications to Kleinian groups (1)
Higher order equations. Q-curvatures. Relation with spectral invariants. Applications to Kleinian groups (2)
Higher order equations. Q-curvatures. Relation with spectral invariants. Applications to Kleinian groups (3)
L. DUPAIGNE (Université Paris 6, France)
Nonlocal population dynamics.
L. WANG (University of Iowa, USA)
Biharmonic maps, regularity and existence results (1)
Biharmonic maps, regularity and existence results (2)
Biharmonic maps, regularity and existence results (3)
Elliptic equations on some fractal domains.
M. GROSSI (Università di Roma "La Sapienza", Italy)
Some almost critical problems in two dimensions.
M. OULD AHMEDOU (Universität Bonn, Germany)
Bubbling off and existence results for scalar curvature problem on half spheres.
M. WILLEM (Universite' Catholique de Louvain, Belgium)
Critical Point Theory (1)
Critical Point Theory (2)
Critical Point Theory (3)
Critical Point Theory (4)
Critical Point Theory (5)
Critical Point Theory (6)
M.J. GURSKY (University of Notre Dame, USA)
Fully nonlinear equations in conformal geometry, Ricci curvature (1)
Fully nonlinear equations in conformal geometry, Ricci curvature (2)
Fully nonlinear equations in conformal geometry, Ricci curvature (3)
Applications of fully nonlinear equations to some higher order elliptic problems.
O. DRUET (Ecole Normale Supérieure de Lyon, France)
From one bubble to several bubbles: the effect of the geometry.
P. FELMER (Universidad de Chile, Santiago)
Nonlinear Schroedinger equations: bound states and semiclassical limits (1)
Nonlinear Schroedinger equations: bound states and semiclassical limits (2)
Nonlinear Schroedinger equations: bound states and semiclassical limits (3)
P. MIRONESCU (Universite' Paris-Sud, France)
Homotopy and Sobolev spaces (1)
Homotopy and Sobolev spaces (2)
Homotopy and Sobolev spaces (3)
Density of smooth maps in classes of S^1-valued maps.
R. MUSINA (Università di Udine, Italy)
On the stability of H-bubbles.
S.-Y.A. CHANG (Princeton University, USA)
On conformally compact Einstein 4-manifold.
V. FELLI (SISSA, Trieste, Italy)
Critical elliptic equations of Caffarelli-Kohn-Nirenberg type.

Organizers

A. Ambrosetti, H. Brezis and A. Chang