Add to ORKGInternational audienceWe consider the linear Primitive Equations of the ocean in the three dimensional space, with horizontal periodic and vertical Dirichlet boundary conditions. Thanks to Fourier transforms we are able to calculate explicitly the pressure term. We then state existence, unicity and regularity results for the linear time-depending Primitive Equations, with low-regularity right-hand side
International audienceGlobal existence of weak and strong solutions to the quasi-hydrostatic primiti...
International audienceThe primitive equations (PEs) of the atmosphere and the ocean without viscosit...
The primitive equations for the atmosphere and ocean, as well as its linearization, called the hydro...
International audienceWe consider the linear Primitive Equations of the ocean in the three dimension...
In this work we will study, some types of regularity properties of solutions for the geophysical mod...
We introduce a low-order stabilized discretization of the primitive equations of the ocean with high...
Ce mémoire composé de quatre chapitres, réunit des résultats sur l'existence, l'unicité et la régula...
We introduce a low-order stabilized discretization of the Primitive Equations of the Ocean, with a h...
This thesis, containing four chapters, studies the existence, uniqueness and regularity of the solut...
International audienceWe consider an optimal control problem for the three-dimensional non-linear Pr...
AbstractIn this note, we prove that given u a weak solution of the Primitive Equations, imposing an ...
National audienceThis work is dedicated to the numerical computations of the primitive equations (PE...
Uniqueness of solution for the Primitive Equations with Dirichlet conditions on the bottom is an ope...
In this note, we prove that given u a weak solution of the Primitive Equations, imposing an addition...
Abstract. Our aim in this article is to present some regularity results for the Primitive Equations ...
International audienceGlobal existence of weak and strong solutions to the quasi-hydrostatic primiti...
International audienceThe primitive equations (PEs) of the atmosphere and the ocean without viscosit...
The primitive equations for the atmosphere and ocean, as well as its linearization, called the hydro...
International audienceWe consider the linear Primitive Equations of the ocean in the three dimension...
In this work we will study, some types of regularity properties of solutions for the geophysical mod...
We introduce a low-order stabilized discretization of the primitive equations of the ocean with high...
Ce mémoire composé de quatre chapitres, réunit des résultats sur l'existence, l'unicité et la régula...
We introduce a low-order stabilized discretization of the Primitive Equations of the Ocean, with a h...
This thesis, containing four chapters, studies the existence, uniqueness and regularity of the solut...
International audienceWe consider an optimal control problem for the three-dimensional non-linear Pr...
AbstractIn this note, we prove that given u a weak solution of the Primitive Equations, imposing an ...
National audienceThis work is dedicated to the numerical computations of the primitive equations (PE...
Uniqueness of solution for the Primitive Equations with Dirichlet conditions on the bottom is an ope...
In this note, we prove that given u a weak solution of the Primitive Equations, imposing an addition...
Abstract. Our aim in this article is to present some regularity results for the Primitive Equations ...
International audienceGlobal existence of weak and strong solutions to the quasi-hydrostatic primiti...
International audienceThe primitive equations (PEs) of the atmosphere and the ocean without viscosit...
The primitive equations for the atmosphere and ocean, as well as its linearization, called the hydro...