3 papers
math.AG2024
Real algebraic curves and twisted Hurwitz numbers
Yurii Burman, Raphaël Fesler
We provide a direct correspondence between the -Hurwitz numbers with from \cite{ChapuyDolega}, and twisted Hurwtiz numbers from \cite{TwistedHurwitz}. This provides a desc…
math.CO2024
Hurwitz numbers for reflection groups
Raphaël Fesler, Denis Gorodkov, Maksim Karev
We are extending results from \cite{B-Hurwitz} by building a parallel theory of simple Hurwitz numbers for the reflection groups . We also study analogs of the cut-and-jo…
math.CO2023
Hurwitz numbers for reflection groups and
Raphaël Fesler
We are building a theory of simple Hurwitz numbers for the reflection groups B and D parallel to the classical theory for the symmetric group. We also study analogs of the cut-and-…