The Ginzburg Landau equation with a large parameter is studied in a bounded domain with the Neumann B.C. It is shown that if n = 2 or n = 3 and the domain is not simply connected, many kinds of non-constant stable equilibrium solutions exist
In this paper we nd asymptotic behaviour of solutions of the Ginzburg{Landau equation at the spatial...
The Ginzburg-Landau equation is essential for understanding the dynamics of patterns in a wide vari...
In this paper we investigate the existence and regularity of the solutions to the complex Ginzburg-L...
AbstractThis paper is devoted to the Ginzburg–Landau equationΔΦ+λ(1−|Φ|2)Φ=0,Φ=u1+iu2in a bounded do...
This paper is a continuation of the paper [15] and [16]. Ginzburg-Landau equation with the magnetic ...
The Ginzburg Landau equations in a rotational domain in l13 are studied. Rotational solutions are co...
International audienceBased on a shooting alternative that allows us to numerically solve the one-di...
We consider a particular system of equations. This system plays an important role as a Ginzburg-Land...
Let $\Omega\subseteq \mathbb{R}^{N}(N\in \mathrm{N}) $ be a bounded or “unbounded ” domain with boun...
The instability of the steady states with nonconstant amplitude is analysed for a nonlocal Ginzburg–...
The instability of the steady states with nonconstant amplitude is analysed for a nonlocal Ginzburg–...
We consider a particular system of equations. This system plays an important role as a Ginzburg-Land...
International audienceIn this paper, we look at a linear system of ordinary differential equations a...
The Ginzburg-Landau (GL) equation with real coefficients is a model equation appearing in supercondu...
Using singular-perturbation techniques, we study the stability of modulated structures generated by ...
In this paper we nd asymptotic behaviour of solutions of the Ginzburg{Landau equation at the spatial...
The Ginzburg-Landau equation is essential for understanding the dynamics of patterns in a wide vari...
In this paper we investigate the existence and regularity of the solutions to the complex Ginzburg-L...
AbstractThis paper is devoted to the Ginzburg–Landau equationΔΦ+λ(1−|Φ|2)Φ=0,Φ=u1+iu2in a bounded do...
This paper is a continuation of the paper [15] and [16]. Ginzburg-Landau equation with the magnetic ...
The Ginzburg Landau equations in a rotational domain in l13 are studied. Rotational solutions are co...
International audienceBased on a shooting alternative that allows us to numerically solve the one-di...
We consider a particular system of equations. This system plays an important role as a Ginzburg-Land...
Let $\Omega\subseteq \mathbb{R}^{N}(N\in \mathrm{N}) $ be a bounded or “unbounded ” domain with boun...
The instability of the steady states with nonconstant amplitude is analysed for a nonlocal Ginzburg–...
The instability of the steady states with nonconstant amplitude is analysed for a nonlocal Ginzburg–...
We consider a particular system of equations. This system plays an important role as a Ginzburg-Land...
International audienceIn this paper, we look at a linear system of ordinary differential equations a...
The Ginzburg-Landau (GL) equation with real coefficients is a model equation appearing in supercondu...
Using singular-perturbation techniques, we study the stability of modulated structures generated by ...
In this paper we nd asymptotic behaviour of solutions of the Ginzburg{Landau equation at the spatial...
The Ginzburg-Landau equation is essential for understanding the dynamics of patterns in a wide vari...
In this paper we investigate the existence and regularity of the solutions to the complex Ginzburg-L...
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