Add to ORKGThe purpose of this article is to survey results concerning the un-stable spectrum of the Euler equation linearized about a steady state. The Euler equations of the motion of an inviscid, incompressible fluid are the basic equations of fluid mechanics and they have been the ob
International audienceWe study the geometry of streamlines and stability properties for steady state...
International audienceThe aim of this Note is to provide a rigorous mathematical treatment of a new ...
AbstractIn this paper we give a complete description of the Fredholm spectrum of the linearized 3D E...
Abstract. The linear stability of a steady state solution of 2D Euler equations of an ideal fluid is...
Abstract. We study the spectral properties of the linearized Eu-ler operator obtained by linearizing...
summary:The linear stability problem of inviscid incompressible steady flow between two concentric c...
Abstract. Euler equations of incompressible fluids use and en-rich many branches of mathematics, fro...
Fluid flows that are smooth at low speeds become unstable and then turbulent at higher speeds. Th...
International audienceThe aim of this work is to provide a new Linearization Principle approach part...
This article is a survey concerning the state-of-the-art mathematical theory of the Euler equations ...
International audienceThe aim of this paper is to gain insight into the spectral structure of the di...
Stability is a fundamental property of a solution of a system of differential equations. If the syst...
Abstract. We investigate essential spectrum of the Euler equa-tion linearized about an arbitrary smo...
Abstract. A general class of linear advective PDEs, whose lead-ing order term is of viscous dissipat...
The behaviour of an inviscid, constant density fluid on which no body forces act, may be modelled by...
International audienceWe study the geometry of streamlines and stability properties for steady state...
International audienceThe aim of this Note is to provide a rigorous mathematical treatment of a new ...
AbstractIn this paper we give a complete description of the Fredholm spectrum of the linearized 3D E...
Abstract. The linear stability of a steady state solution of 2D Euler equations of an ideal fluid is...
Abstract. We study the spectral properties of the linearized Eu-ler operator obtained by linearizing...
summary:The linear stability problem of inviscid incompressible steady flow between two concentric c...
Abstract. Euler equations of incompressible fluids use and en-rich many branches of mathematics, fro...
Fluid flows that are smooth at low speeds become unstable and then turbulent at higher speeds. Th...
International audienceThe aim of this work is to provide a new Linearization Principle approach part...
This article is a survey concerning the state-of-the-art mathematical theory of the Euler equations ...
International audienceThe aim of this paper is to gain insight into the spectral structure of the di...
Stability is a fundamental property of a solution of a system of differential equations. If the syst...
Abstract. We investigate essential spectrum of the Euler equa-tion linearized about an arbitrary smo...
Abstract. A general class of linear advective PDEs, whose lead-ing order term is of viscous dissipat...
The behaviour of an inviscid, constant density fluid on which no body forces act, may be modelled by...
International audienceWe study the geometry of streamlines and stability properties for steady state...
International audienceThe aim of this Note is to provide a rigorous mathematical treatment of a new ...
AbstractIn this paper we give a complete description of the Fredholm spectrum of the linearized 3D E...