Distribution of Angles in Hyperbolic Lattices
Morten S. Risager, Jimi L. Truelsen
TL;DR
This paper proves an effective equidistribution result for angles in hyperbolic lattices and generalizes a previous result by Boca, advancing understanding of geometric distributions in hyperbolic spaces.
Contribution
It introduces a new effective equidistribution theorem for angles in hyperbolic lattices, extending Boca's earlier findings.
Findings
Effective equidistribution of angles in hyperbolic lattices
Generalization of Boca's result
Enhanced understanding of hyperbolic lattice geometry
Abstract
We prove an effective equidistribution result about angles in a hyperbolic lattice. We use this to generalize a result due to F. P. Boca.
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Taxonomy
TopicsAnalytic Number Theory Research · Mathematical Dynamics and Fractals · Mathematics and Applications