activity
20202025
most citedCoverings with horo- and hyperballs generated by simply truncated orthoschemes

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

collaborators

6 papers

math.AG2025

Rank three representations of Painlevé systems: II. de Rham structure, Fourier--Laplace transformation

Miklos Eper, Szilard Szabo

We use formal microlocalization to describe the Fourier--Laplace transformation between rank 3 and rank 2 D-module representations of Painleve systems. We conclude the existence of…

math.AG2025

Rank three representations of Painleve systems: III. Dolbeault structure, spectral correspondence

Miklos Eper, Szilard Szabo

We prove that there exists a holomorphic symplectic isomorphism between the rank 2 and 3 representations of the Painleve systems in the Dolbeault complex structure, and give explic…

math.AG2025

Rank three representations of Painlevé systems: I. Wild character varieties

Miklos Eper, Szilard Szabo

We give explicit cubic equations for the wild character varieties corresponding to the rank 3 representations of Painlevé equations, and compare them to the ones of their classical…

math.AG2024

Asymptotic geometry of non-abelian Hodge theory and Riemann--Hilbert correspondence, rank three case

Miklos Eper, Szilard Szabo

We prove the Geometric P=W conjecture in rank 3 on the three-punctured sphere. We describe the topology at infinity of the related character variety. We use asymptotic abelianizati…

math.MG2021

Coverings with congruent and non-congruent hyperballs generated by doubly truncated Coxeter orthoschemes

Miklós Eper, Jenő Szirmai

After the investigation of the congruent and non-congruent hyperball packings related to doubly truncated Coxeter orthoscheme tilings \cite{SzJ1}, we consider the corresponding cov…

math.MG2020★ 3 cited

Coverings with horo- and hyperballs generated by simply truncated orthoschemes

Miklós Eper, Jenő Szirmai

After having investigated the packings derived by horo- and hyperballs related to simple frustum Coxeter orthoscheme tilings we consider the corresponding covering problems (briefl…