30 citations · 30 across the 3 of their papers we have counts for
4 papers
Ergodic invariant measures of order preserving random dynamical systems on the real line are Dirac measures
Hans Crauel
It is well known that ergodic invariant measures for order preserving two-sided time random dynamical systems(RDS) on the real line are Dirac. In the present note this…
Correction to: Criteria for Strong and Weak Random Attractors
Hans Crauel, Sarah Geiss, Michael Scheutzow
In the article 'Criteria for Strong and Weak Random Attractors' necessary and sufficient conditions for strong attractors and weak attractors are studied. In this note we correct t…
Minimal Random Attractors
Hans Crauel, Michael Scheutzow
It is well-known that random attractors of a random dynamical system are generally not unique. We show that for general pullback attractors and weak attractors, there is always a m…
Criteria for strong and weak random attractors
Hans Crauel, Georgi Dimitroff, Michael Scheutzow
The theory of random attractors has different notions of attraction, amongst them pullback attraction and weak attraction. We investigate necessary and sufficient conditions for th…