Invariant manifolds with asymptotic phase for nonautonomous difference equations / B. Aulbach, C. Pötzsche. - In: Computers and mathematics with applications. 45. 2003. S. 1385-139
New results pertaining to the invariant manifolds of stochastic partial differential equations are p...
Invariant fiber bundles for nonautonomous difference systems. - In: World Congress of Nonlinear Anal...
A methodology to calculate the approximate invariant manifolds of dynamical systems defined through ...
Invariant manifolds with asymptotic phase for nonautonomous difference equations / B. Aulbach, C. Pö...
AbstractFor autonomous difference equations with an invariant manifold, conditions are known which g...
Invariant manifolds as pullback attractors of nonautonomous difference equations / B. Aulbach, M. Ra...
Invariant foliations and decoupling of nonautonomous difference equations / B. Aulbach ; T. Wanner. ...
We introduce the notion of (h,k) manifolds and give conditions under which the property of being a m...
We use a modification of the parameterization method to study invariant manifolds for difference equ...
Invariant manifolds as pullback attractors of nonautonomous differential equations / M. Rasmussen, B...
AbstractWe introduce the notion of (h,k) manifolds and give conditions under which the property of b...
We derive a numerical scheme to compute invariant manifolds for time-variant discrete dynamical syst...
For a non-autonomous delay difference equation with infinite delay, we construct smooth stable and ...
AbstractDiscrete nonautonomous nonlinear systems possessing (h, k)-trichotomies are considered. We s...
A spectral theory for nonautonomous difference equations / B. Aulbach, S. Siegmund. - In: : New tren...
New results pertaining to the invariant manifolds of stochastic partial differential equations are p...
Invariant fiber bundles for nonautonomous difference systems. - In: World Congress of Nonlinear Anal...
A methodology to calculate the approximate invariant manifolds of dynamical systems defined through ...
Invariant manifolds with asymptotic phase for nonautonomous difference equations / B. Aulbach, C. Pö...
AbstractFor autonomous difference equations with an invariant manifold, conditions are known which g...
Invariant manifolds as pullback attractors of nonautonomous difference equations / B. Aulbach, M. Ra...
Invariant foliations and decoupling of nonautonomous difference equations / B. Aulbach ; T. Wanner. ...
We introduce the notion of (h,k) manifolds and give conditions under which the property of being a m...
We use a modification of the parameterization method to study invariant manifolds for difference equ...
Invariant manifolds as pullback attractors of nonautonomous differential equations / M. Rasmussen, B...
AbstractWe introduce the notion of (h,k) manifolds and give conditions under which the property of b...
We derive a numerical scheme to compute invariant manifolds for time-variant discrete dynamical syst...
For a non-autonomous delay difference equation with infinite delay, we construct smooth stable and ...
AbstractDiscrete nonautonomous nonlinear systems possessing (h, k)-trichotomies are considered. We s...
A spectral theory for nonautonomous difference equations / B. Aulbach, S. Siegmund. - In: : New tren...
New results pertaining to the invariant manifolds of stochastic partial differential equations are p...
Invariant fiber bundles for nonautonomous difference systems. - In: World Congress of Nonlinear Anal...
A methodology to calculate the approximate invariant manifolds of dynamical systems defined through ...
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