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math.AP2026
Low-Temperature Large Deviations for the Two-Dimensional Wick-Ordered Cubic Wave Equation
Daniel Heydecker
We prove a trajectory large deviation principle, in the low-temperature limit, for the two-dimensional Wick-ordered defocusing cubic nonlinear wave equation, with initial data draw…
math.AP2020
Stability, well-posedness and regularity of the homogeneous Landau equation for hard potentials
Nicolas Fournier, Daniel Heydecker
We establish the well-posedness and some quantitative stability of the spatially homogeneous Landau equation for hard potentials, using some specific Monge-Kantorovich cost, assumi…