AbstractIn this paper we study the uniqueness of the solution for a nonlinear ODE with nonlocal terms. We consider a limit case of a one-dimensional equation arising in magnetic recording. The equation models the tape deflection where the magnetic head profile, with trenches to control the tape position, is a known function
We study nonlinear stability of cylindrical configurations of electro-conducting fluids. First we c...
AbstractWe are interested in nonlocal eikonal equations describing the evolution of interfaces movin...
Nonlocal amplitude equations of the complex Ginzburg-Landau type arise in a few physical contexts, s...
Abstract In this paper we study the uniqueness of the solution for a nonlinear ODE with nonlocal ...
Abstract. We consider a limit case of a system of two equations arising in magnetic recording for a ...
The head-tape interaction in magnetic recording is described in the literature by a coupled system o...
AbstractIn this paper we study the uniqueness of the solution for a nonlinear ODE with nonlocal term...
A variational formulation is given for the solution of Laplace’s equation within an infinitely deep ...
When engineers model the magnetostatic fields applied to recording heads of computer hard drives due...
The tape-head interaction in magnetic recording is modeled by a coupled system of a second-order dif...
Abstract. In this paper, we study a nonlocal parabolic problem arising in the study of micro-electro...
37 pages, 7 figuresInternational audienceWe study a nonlocal Allen-Cahn type problem for vector fiel...
When engineers model the magnetostatic fields applied to recording heads of computer hard drives due...
Abstract In this paper, we consider the Robin problem for a wave equation with nonlinear source cont...
We examine knotted solutions, the most simple of which is the “Hopfion”, from the point of view of r...
We study nonlinear stability of cylindrical configurations of electro-conducting fluids. First we c...
AbstractWe are interested in nonlocal eikonal equations describing the evolution of interfaces movin...
Nonlocal amplitude equations of the complex Ginzburg-Landau type arise in a few physical contexts, s...
Abstract In this paper we study the uniqueness of the solution for a nonlinear ODE with nonlocal ...
Abstract. We consider a limit case of a system of two equations arising in magnetic recording for a ...
The head-tape interaction in magnetic recording is described in the literature by a coupled system o...
AbstractIn this paper we study the uniqueness of the solution for a nonlinear ODE with nonlocal term...
A variational formulation is given for the solution of Laplace’s equation within an infinitely deep ...
When engineers model the magnetostatic fields applied to recording heads of computer hard drives due...
The tape-head interaction in magnetic recording is modeled by a coupled system of a second-order dif...
Abstract. In this paper, we study a nonlocal parabolic problem arising in the study of micro-electro...
37 pages, 7 figuresInternational audienceWe study a nonlocal Allen-Cahn type problem for vector fiel...
When engineers model the magnetostatic fields applied to recording heads of computer hard drives due...
Abstract In this paper, we consider the Robin problem for a wave equation with nonlinear source cont...
We examine knotted solutions, the most simple of which is the “Hopfion”, from the point of view of r...
We study nonlinear stability of cylindrical configurations of electro-conducting fluids. First we c...
AbstractWe are interested in nonlocal eikonal equations describing the evolution of interfaces movin...
Nonlocal amplitude equations of the complex Ginzburg-Landau type arise in a few physical contexts, s...
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