We show that there is a residual subset R of Diff^1(M) such
that for any f∈R and any partially hyperbolic homoclinic class
H(p,f) with one dimensional center direction, the set of central Lyapunov
exponents associated with the ergodic with either full support or positive
entropy is an interval.
Archived Files and Locations
|application/pdf 592.3 kB ||