Sciweavers

SIAMADS
2010

Observing Infinite-dimensional Dynamical Systems

13 years 5 months ago
Observing Infinite-dimensional Dynamical Systems
We study the extent to which properties of infinite-dimensional dynamical systems can be accurately detected by examining observations of such systems. Let H be a separable Hilbert space. Let f : H H be a map and let A H be a compact set satisfying f(A) = A. We prove that for almost every (in the sense of prevalence) continuous observable : H RM , if f induces a map
Jessica Lin, William Ott
Added 21 May 2011
Updated 21 May 2011
Type Journal
Year 2010
Where SIAMADS
Authors Jessica Lin, William Ott
Comments (0)