Roland Gunesch

activity

20032015

most citedCounting closed geodesics on rank one manifolds

3 citations · 6 across the 3 of their papers we have counts for

collaborators

3 papers

math.DS2015

Weakly mixing diffeomorphisms preserving a measurable Riemannian metric are dense in $A_{α} (M)$ for arbitrary Liouvillean number $α$

Roland Gunesch, Philipp Kunde

We show that on any smooth compact connected manifold of dimension $m \geq 2$ admitting a smooth non-trivial circle action $S = {S_{t}}_{t \in R}$ , $S_…

math.DS2007★ 3 cited

Counting closed geodesics on rank one manifolds

Roland Gunesch

We establish a precise asymptotic formula for the number of homotopy classes of periodic orbits for the geodesic flow on rank one manifolds of nonpositive curvature. This extends a…

astro-ph2003★ 3 cited

Galaxies as Fluctuations in the Ionizing Background Radiation at Low Redshift

Suzanne M. Linder, Roland Gunesch, Jonathan I. Davies +5

Some Lyman continuum photons are likely to escape from most galaxies, and these can play an important role in ionizing gas around and between galaxies, including gas that gives ris…

Weakly mixing diffeomorphisms preserving a measurable Riemannian metric are dense in Aα​(M) for arbitrary Liouvillean number α

Counting closed geodesics on rank one manifolds

Galaxies as Fluctuations in the Ionizing Background Radiation at Low Redshift

Weakly mixing diffeomorphisms preserving a measurable Riemannian metric are dense in $A_{α} (M)$ for arbitrary Liouvillean number $α$