We illustrate the main steps in the proof of a sharp result of well-posedness for the two-dimensional transport equation whose vector field is bounded, autonomous, divergence free and satisfies the so-called "weak Sard property". We also remark on the fact that the weak Sard property we identify is indeed equivalent to well-posedness
International audienceThis paper investigates the well posedness of ordinary differential equations ...
We establish, in a rather general setting, an analogue of DiPerna–Lions theory on well-posedness of ...
Flandoli F, Hofmanová M, Luo D, Nilssen T. Global well-posedness of the 3D Navier–Stokes equations ...
We illustrate the main steps in the proof of a sharp result of well-posedness for the two-dimensiona...
We illustrate the main steps in the proof of a sharp result of well-posedness for the two-dimensiona...
In this survey we describe some well-posedness results for the linear transport equation that are av...
In this survey we describe some well-posedness results for the linear transport equation that are av...
International audienceWe study existence and uniqueness for the classical dynamics of a particle in ...
International audienceWe study existence and uniqueness for the classical dynamics of a particle in ...
30 pages.International audienceWe generalize known results on transport equations associated to a Li...
We show that vector fields $b$ whose spatial derivative $D_xb$ satisfies a Orlicz summability condit...
AbstractThis paper investigates the well posedness of ordinary differential equations and more preci...
17 pagesThe study of the 2D Euler equation with non Lipschitzian velocity was initiated by Yudovich ...
We establish, in a rather general setting, an analogue of DiPerna-Lions theory on well-posedness of ...
International audienceThis paper investigates the well posedness of ordinary differential equations ...
International audienceThis paper investigates the well posedness of ordinary differential equations ...
We establish, in a rather general setting, an analogue of DiPerna–Lions theory on well-posedness of ...
Flandoli F, Hofmanová M, Luo D, Nilssen T. Global well-posedness of the 3D Navier–Stokes equations ...
We illustrate the main steps in the proof of a sharp result of well-posedness for the two-dimensiona...
We illustrate the main steps in the proof of a sharp result of well-posedness for the two-dimensiona...
In this survey we describe some well-posedness results for the linear transport equation that are av...
In this survey we describe some well-posedness results for the linear transport equation that are av...
International audienceWe study existence and uniqueness for the classical dynamics of a particle in ...
International audienceWe study existence and uniqueness for the classical dynamics of a particle in ...
30 pages.International audienceWe generalize known results on transport equations associated to a Li...
We show that vector fields $b$ whose spatial derivative $D_xb$ satisfies a Orlicz summability condit...
AbstractThis paper investigates the well posedness of ordinary differential equations and more preci...
17 pagesThe study of the 2D Euler equation with non Lipschitzian velocity was initiated by Yudovich ...
We establish, in a rather general setting, an analogue of DiPerna-Lions theory on well-posedness of ...
International audienceThis paper investigates the well posedness of ordinary differential equations ...
International audienceThis paper investigates the well posedness of ordinary differential equations ...
We establish, in a rather general setting, an analogue of DiPerna–Lions theory on well-posedness of ...
Flandoli F, Hofmanová M, Luo D, Nilssen T. Global well-posedness of the 3D Navier–Stokes equations ...