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On the crossing number of arithmetic curve systems

  • Sebastian Baader

    Universität Bern, Switzerland
    ORCID

  • Claire Burrin

    Universität Zürich, Switzerland
    ORCID

  • Luca Studer

    Berner Fachhochschule, Biel, Switzerland
    ORCID
On the crossing number of arithmetic curve systems cover

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Abstract

We show that the family of systoles of hyperbolic surfaces associated with congruence lattices in have asymptotically minimal crossing number.

Cite this article

Sebastian Baader, Claire Burrin, Luca Studer, On the crossing number of arithmetic curve systems. Comment. Math. Helv. (2025), published online first

DOI 10.4171/CMH/609