1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.DS2019★ 1 cited
Revealing the intrinsic geometry of finite dimensional invariant sets of infinite dimensional dynamical systems
Raphael Gerlach, Péter Koltai, Michael Dellnitz
Embedding techniques allow the approximations of finite dimensional attractors and manifolds of infinite dimensional dynamical systems via subdivision and continuation methods. The…
math.DS2019
A set-oriented path following method for the approximation of parameter dependent attractors
R. Gerlach, A. Ziessler, B. Eckhardt +1
In this work we present a set-oriented path following method for the computation of relative global attractors of parameter-dependent dynamical systems. We start with an initial ap…
math.DS2019
On the Equivariance Properties of Self-adjoint Matrices
Michael Dellnitz, Bennet Gebken, Raphael Gerlach +1
We investigate self-adjoint matrices with respect to their equivariance properties. We show in particular that a matrix is self-adjoint if and only if it is…