AbstractIn this paper, we consider a general autonomous functional differential equation having a local center manifold. Then, we give an algorithmic procedure to compute the terms in the Taylor expansion of this manifold up to any order
In this paper, we present a generalization of the parameterization method, introduced by Cabré, Font...
Taylor approximation of integral manifolds / M. Rasmussen, C. Pötzsche. - In: Journal of dynamics an...
In Chapters 1 and 2 we provide the theoretical underpinning of the parameterization method for cente...
In this paper, we consider a general autonomous functional differential equa-tion having a local cen...
AbstractThis work addresses a computational algorithm of terms of a center manifold for neutral func...
We derive two numerical approximation schemes for local invariant manifolds of nonautonomous ordinar...
We study the behaviour of solutions to nonlinear autonomous functional differential equations of mix...
AbstractThe theory of centre manifolds for a system of ordinary differential equations is summarized...
For dynamical systems with a non hyperbolic equilibrium, it is possible to significantly simplify th...
AbstractIn this paper we develop a numerical method for computing higher order local approximations ...
AbstractWe study a nonlinear integral equation for a center manifold of a semilinear nonautonomous d...
Du WH, Beyn W-J. The numerical approximation of center manifolds in Hamiltonian systems. Journal of ...
Darbā ir aplūkota Lipšica gludas centra varietātes eksistence autonomam un neautonomam diferenciālvi...
International audienceWe establish center manifold theorems that allow one to study the bifurcation ...
International audienceThis paper considers near-equilibrium systems of ordinary differential equatio...
In this paper, we present a generalization of the parameterization method, introduced by Cabré, Font...
Taylor approximation of integral manifolds / M. Rasmussen, C. Pötzsche. - In: Journal of dynamics an...
In Chapters 1 and 2 we provide the theoretical underpinning of the parameterization method for cente...
In this paper, we consider a general autonomous functional differential equa-tion having a local cen...
AbstractThis work addresses a computational algorithm of terms of a center manifold for neutral func...
We derive two numerical approximation schemes for local invariant manifolds of nonautonomous ordinar...
We study the behaviour of solutions to nonlinear autonomous functional differential equations of mix...
AbstractThe theory of centre manifolds for a system of ordinary differential equations is summarized...
For dynamical systems with a non hyperbolic equilibrium, it is possible to significantly simplify th...
AbstractIn this paper we develop a numerical method for computing higher order local approximations ...
AbstractWe study a nonlinear integral equation for a center manifold of a semilinear nonautonomous d...
Du WH, Beyn W-J. The numerical approximation of center manifolds in Hamiltonian systems. Journal of ...
Darbā ir aplūkota Lipšica gludas centra varietātes eksistence autonomam un neautonomam diferenciālvi...
International audienceWe establish center manifold theorems that allow one to study the bifurcation ...
International audienceThis paper considers near-equilibrium systems of ordinary differential equatio...
In this paper, we present a generalization of the parameterization method, introduced by Cabré, Font...
Taylor approximation of integral manifolds / M. Rasmussen, C. Pötzsche. - In: Journal of dynamics an...
In Chapters 1 and 2 we provide the theoretical underpinning of the parameterization method for cente...
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