Vortex configurations in the Ginzburg-Landau model of superconductivity

Documents and media

Download support

pdf (853.19 KB)

Speaker(s)

Sylvia Serfaty

University of Paris 6 & Courant Institute, New-York

Events

Digital zoom and subdomain methods

Medium-field game theory and applications (continued) (1)

Retrograde EDS regularity and probabilistic approaches for solving parabolic semilinear equations

Vortex configurations in the Ginzburg-Landau model of superconductivity

Documents and media

Speaker(s)

Sylvia Serfaty

Events

Digital zoom and subdomain methods

Medium-field game theory and applications (continued) (1)

Retrograde EDS regularity and probabilistic approaches for solving parabolic semilinear equations

Medium-field game theory and applications (continued) (2)

Medium-field game theory and applications (continued) (3)

New Numerical Solvers for Hydro- and Magnetohydrodynamics

Medium-field game theory and applications (continued) (4)

Medium-field game theory and applications (continued) (5)

Vortex in rapidly rotating Bose-Einstein condensates.

Medium-field game theory and applications (continued) (6)

Medium-field game theory and applications (continued) (7)

Monte Carlo method for nonlinear PDEs

Adaptive triangulations and greedy algorithms for approximation and learning

Medium-field game theory and applications (continued) (8)

Medium-field game theory and applications (continued) (9)

Microscopic models for thermal conductivity

Medium-field game theory and applications (continued) (10)

Medium-field game theory and applications (continued) (11)

Some hypocoercivity results in collisional kinetic theory

The heat equation continues

Interface propagation with non-local terms

From Perron-Frobenius theory to dynamic programming and vice versa

Vortex configurations in the Ginzburg-Landau model of superconductivity

Singular optimal control for some partial differential equations

Around large random planar maps

A compactness result for the Landau state in micromagnetism

Particles and Fluids

Strong Uniqueness for Elliptic and Parabolic Equations

Adaptive methods in molecular dynamics

Symplectic homogenization

" Rigidity " in fractured materials

Klein-Gordon-Zakharov limit transition to nonlinear Schrödinger

Periodic Lorentz gas in the Boltzmann-Grad limit

On the stochastic transport equation and EDS with irregular drift

Entropic convergence and functional inequalities

Variational Principles for Elastodynamics and Maxwell's Equations in I…

See also