1 citations · 2 across the 3 of their papers we have counts for
3 papers
math.DS2004★ 1 cited
On the structure of strange non-chaotic attractors in pinched skew products
Tobias H. Jaeger
The existence of non-continuous invariant graphs (or strange non-chaotic attractors) in quasiperiodically forced systems has generated great interest, but there are still very few…
math.DS2003★ 1 cited
The Denjoy type-of argument for quasiperiodically forced circle diffeomorphisms
Tobias H. Jaeger, Gerhard Keller
We carry the argument used in the proof of the Theorem of Denjoy over to the quasiperiodically forced case. Thus we derive that if a system of quasiperiodically forced circle diffe…
math.DS2003
Invariant measures for quasiperiodically forced circle homeomorphisms
Tobias H. Jaeger
We study invariant ergodic measures for quasiperiodically forced circle homeomorphisms and derive that either the system is uniquely ergodic or any such measure is associated to so…