AbstractThe theory of centre manifolds for infinite dimensional systems is described, with emphasis on the practical computational aspects of applying the theory to near-critical problems, and in particular to computation of the centre manifold. The calculations are illustrated by detailed analyses of two specific problems
We prove a center-stable manifold theorem for a class of differential equations in (infinite-dimensi...
Du WH, Beyn W-J. The numerical approximation of center manifolds in Hamiltonian systems. Journal of ...
Whenever there is a time delay in a dynamical system, the study of stability becomes an infinite-dim...
AbstractThe theory of centre manifolds for a system of ordinary differential equations is summarized...
International audienceThis paper considers near-equilibrium systems of ordinary differential equatio...
International audienceThis book is an extension of different lectures given by the authors during ma...
24 pagesIn this work, we prove the existence of a center manifold for some partial functional differ...
AbstractWe obtain a C1 center manifold theorem for perturbations of delay difference equations in Ba...
Abstract. Center manifold theory has been used in recent works to analyze small amplitude waves of d...
AbstractIn this paper we develop a numerical method for computing higher order local approximations ...
summary:The existence and attractivity of a local center manifold for fully nonlinear parabolic equa...
AbstractWe study a nonlinear integral equation for a center manifold of a semilinear nonautonomous d...
In Chapters 1 and 2 we provide the theoretical underpinning of the parameterization method for cente...
We define center manifold as usual as an invariant manifold, tangent to the invariant subspace of th...
Volume 728. Chapitre 6International audienceCenter manifold theory has been used in recent works to ...
We prove a center-stable manifold theorem for a class of differential equations in (infinite-dimensi...
Du WH, Beyn W-J. The numerical approximation of center manifolds in Hamiltonian systems. Journal of ...
Whenever there is a time delay in a dynamical system, the study of stability becomes an infinite-dim...
AbstractThe theory of centre manifolds for a system of ordinary differential equations is summarized...
International audienceThis paper considers near-equilibrium systems of ordinary differential equatio...
International audienceThis book is an extension of different lectures given by the authors during ma...
24 pagesIn this work, we prove the existence of a center manifold for some partial functional differ...
AbstractWe obtain a C1 center manifold theorem for perturbations of delay difference equations in Ba...
Abstract. Center manifold theory has been used in recent works to analyze small amplitude waves of d...
AbstractIn this paper we develop a numerical method for computing higher order local approximations ...
summary:The existence and attractivity of a local center manifold for fully nonlinear parabolic equa...
AbstractWe study a nonlinear integral equation for a center manifold of a semilinear nonautonomous d...
In Chapters 1 and 2 we provide the theoretical underpinning of the parameterization method for cente...
We define center manifold as usual as an invariant manifold, tangent to the invariant subspace of th...
Volume 728. Chapitre 6International audienceCenter manifold theory has been used in recent works to ...
We prove a center-stable manifold theorem for a class of differential equations in (infinite-dimensi...
Du WH, Beyn W-J. The numerical approximation of center manifolds in Hamiltonian systems. Journal of ...
Whenever there is a time delay in a dynamical system, the study of stability becomes an infinite-dim...