Konstantin Andritsch

most citedBounded Cohomology of Groups acting on Cantor sets

1 citations · 1 across the 4 of their papers we have counts for

collaborators

4 papers

math.DS2026

Density of almost squares of horospherical orbits in non-uniform quotients of $SL_{2} (R) \times SL_{2} (R)$

Konstantin Andritsch

Let $Γ \subset SL_{2} (R) \times SL_{2} (R)$ be an irreducible, non-uniform lattice and define the space $X = \operatorname{SL}_2(\mathbb{R})\…

math.NT2026

Generalised Gauss--Kuzmin Distribution for Klein sails in $R^{3}$

Gaurav Aggarwal, Konstantin Andritsch

The classical Gauss--Kuzmin distribution describes the asymptotic distribution of continued fraction digits. Geometrically, this may be interpreted as the equidistribution of faces…

math.NT2026

Planes in quadratic 4-space and associated shapes of lattices

Menny Aka, Konstantin Andritsch, Andreas Wieser

Let $Q = - x_{1}^{2} - x_{2}^{2} - x_{3}^{2} + x_{4}^{2}$ be the standard signature $(1, 3)$ quadratic form. To each non-degenerate rational plane $L$ in the four-dimensional quadratic space $(\mathbb{Q}^4,…

math.GR2022★ 1 cited

Bounded Cohomology of Groups acting on Cantor sets

Konstantin Andritsch

We study the bounded cohomology of certain groups acting on the Cantor set. More specifically, we consider the full group of homeomorphisms of the Cantor set as well as Thompson's…

Density of almost squares of horospherical orbits in non-uniform quotients of SL2​(R)×SL2​(R)

Generalised Gauss--Kuzmin Distribution for Klein sails in R3

Planes in quadratic 4-space and associated shapes of lattices

Bounded Cohomology of Groups acting on Cantor sets

Density of almost squares of horospherical orbits in non-uniform quotients of $SL_{2} (R) \times SL_{2} (R)$

Generalised Gauss--Kuzmin Distribution for Klein sails in $R^{3}$