Strong ill-posedness of logarithmically regularized 2D Euler equations in the borderline Sobolev space

On Kato–Ponce and fractional Leibniz

(2019) Dong Li   REVISTA MATEMATICA IBEROAMERICANA

Small scale creation for solutions of the incompressible two-dimensional Euler equation

(2014) Alexander Kiselev et al.   ANNALS OF MATHEMATICS

Strong ill-posedness of the incompressible Euler equation in borderline Sobolev spaces

(2014) Jean Bourgain et al.   INVENTIONES MATHEMATICAE

Global \dot{H}^1 \cap \dot{H}^{-1 H ˙ 1 ∩ H ˙ - 1 Solutions to a Logarithmically Regularized 2D Euler Equation

(2014) Hongjie Dong et al.   Journal of Mathematical Fluid Mechanics

Logarithmically regularized inviscid models in borderline sobolev spaces

(2012) Dongho Chae et al.   JOURNAL OF MATHEMATICAL PHYSICS

Inviscid Models Generalizing the Two-dimensional Euler and the Surface Quasi-geostrophic Equations

(2011) Dongho Chae et al.   ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS