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2017
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Advanced School & Workshop on Nonlocal Partial Differential Equations and Applications to Geometry, Physics and Probability (smr 3118)
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Construction of weak solutions for the Landau equation by approximations of solutions to the Boltzmann equation in a grazing collision limit.
1. Research Areas
Applied Physics
Condensed Matter and Statistical Physics
Earth System Physics
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Mathematics
2016
2017
Advanced School & Workshop on Nonlocal Partial Differential Equations and Applications to Geometry, Physics and Probability (smr 3118)
Collisions in plasmas: The Landau equation
Construction of weak solutions for the Landau equation by approximations of solutions to the Boltzmann equation in a grazing collision limit.
Curves and surfaces with constant nonlocal mean curvature
Entropy and the Kac master equation
Entropy method for hypocoercive BGK and Fokker-Planck equations
Fractional Poincare inequalities on manifolds with finite total Q-curvature
Global regularity of solutions to the 4-species quadratic diffusion-reaction system in any space dimension
Gradient flow structures and functional inequalities for quantum evolution equations with detailed balance
ICTP Colloquium: Nonlinear problems in nonlocal diffusion processes
Information theoretic inequalities for stable densities
Nonlinear aggregation-diffusions in the diffusion-dominated and fair-competitions regimes
Nonlinear fractional parabolic equations in bounded domains
Nonlinear tools in the fractional setting
Nonlocal equations under different perspectives
Propagation of chaos for the 3D homogenous Landau equation with moderalty soft potential
Quantization of measures: A gradient flow approach
Regularity of the Boltzmann equation in bounded domains
Second order conformally invariant elliptic equations
The De Giorgi conjecture for the half-Laplacian in dimension 4
Villani’s program on constructive rate of convergence to the equilibrium: Part II – Hypocoercivity estimates
Workshop on Hyperbolic Dynamics (smr 3126)
Quantitative Life Sciences
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Construction of weak solutions for the Landau equation by...
Gamba I. (The University of...
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