16 citations · 24 across the 4 of their papers we have counts for
4 papers
Resolvent estimates for operators belonging to exponential classes
Oscar F. Bandtlow
For let be the set of all compact operators on a separable Hilbert space such that , where denotes the -th singular number o…
Explicit eigenvalue estimates for transfer operators
Oscar F. Bandtlow, Oliver Jenkinson
We consider transfer operators acting on spaces of holomorphic functions, and provide explicit bounds for their eigenvalues. More precisely, if D is any open set in C^d, and L is a…
On the Ruelle eigenvalue sequence
Oscar F. Bandtlow, Oliver Jenkinson
For certain real analytic data, we show that the eigenvalue sequence of the associated transfer operator L is insensitive to the holomorphic function space on which L acts. Explici…
Explicit a priori bounds on transfer operator eigenvalues
Oscar F. Bandtlow, Oliver Jenkinson
We provide explicit bounds on the eigenvalues of transfer operators defined in terms of holomorphic data.