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20052026
most citedOn the Pair Correlation Density for Hyperbolic Angles

18 citations · 105 across the 29 of their papers we have counts for

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6 papers · 1 filter

math.DS2026

Strong spectral gap for geometrically finite hyperbolic manifolds

Dubi Kelmer, Osama Khalil, Pratyush Sarkar

Let for be a Zariski dense, geometrically finite, discrete subgroup with critical exponent strictly greater than . We show that…

math.DS2018

Shrinking targets for the geodesic flow on geometrically finite hyperbolic manifolds

Dubi Kelmer, Hee Oh

Let be a geometrically finite hyperbolic manifold. We present a very general theorem on the shrinking target problem for the geodesic flow, using its exponential mixi…

math.DS2017★ 14 cited

Shrinking targets problems for flows on homogeneous spaces

Dubi Kelmer, Shucheng Yu

We study shrinking targets problems for discrete time flows on a homogenous space with a semisimple group and an irreducible lattice. Our results apply to b…

math.DS2017

Shrinking targets for discrete time flows on hyperbolic manifolds

Dubi Kelmer

We prove dynamical Borel Canteli Lemmas for discrete time homogenous flows hitting a sequence of shrinking targets in a hyperbolic manifold. These results apply to both diagonaliza…

math.DS2015

Shrinking Targets for Semisimple Groups

Anish Ghosh, Dubi Kelmer

We study the shrinking target problem for actions of semisimple groups on homogeneous spaces, with applications to logarithm laws and Diophantine approximation.

math.DS2011

Logarithm laws for one parameter unipotent flows

Dubi Kelmer, Amir Mohammadi

We prove logarithm laws and shrinking target properties for unipotent flows on the homogenous space $Γ\bs G$ with $G=\SL_2(\bbR)^{r_1}\times\SL_2(\bbC)^{r_2}$ and an…