activity
20052025
most citedA multifractal analysis for Stern-Brocot intervals, continued fractions and Diophantine growth rates

70 citations · 210 across the 21 of their papers we have counts for

collaborators

21 papers

math.SG2025

Fitting without fittings

Johanna Bimmermann, Bernd Stratmann, Kai Zehmisch

We show that all symplectically aspherical fillings of the unit cotangent bundle of a given odd-dimensional sphere are diffeomorphic to the corresponding unit co-disc bundle. The c…

math.SG2020

Removing parametrized rays symplectically

Bernd Stratmann

Extracting isolated rays from a symplectic manifold result in a manifold symplectomorphic to the initial one. The same holds for higher dimensional parametrized rays under an addit…

math.SG2020

Nowhere vanishing primitive of a symplectic form

Bernd Stratmann

Let be a manifold with an exact symplectic form . Then there is a nowhere vanishing primitive for , i.e. .

math.SG2020

Invariant Kähler potentials and symplectic reduction

Peter Heinzner, Bernd Stratmann

For a proper Hamiltonian action of a Lie group on a Kähler manifold with momentum map we show that the symplectic reduction is a normal complex space.…

math.DS2014★ 6 cited

On the asymptotics of the -Farey transfer operator

Johannes Kautzsch, Marc Kesseböhmer, Tony Samuel +1

We study the asymptotics of iterates of the transfer operator for non-uniformly hyperbolic -Farey maps. We provide a family of observables which are Riemann integrable, locally…

math.DS2013★ 1 cited

Upper estimates for stable dimensions of fractal sets with variable number of foldings

Eugen Mihailescu, Bernd Stratmann

For a hyperbolic map f on a saddle type fractal Lambda with self-intersections, the number of f- preimages of a point x in Lambda may depend on x. This makes estimates of the stabl…