B. Bekker

collaborators

3 papers

math.NT2026

Torsion points of small order on cyclic covers of $P^{1}$ . III

Boris M. Bekker, Yuri G. Zarhin

Let $d > 1$ be an integer and $K_{0}$ a perfect field such that $c ha r (K_{0})$ does not divide $d$ . Let $n > d$ be an integer that is prime to $d$ . Let $f (x) \in K_{0} [x]$ be a degree $n$ moni…

math.AG2025

Torsion points of small order on cyclic covers of $P^{1}$ . II

Boris Bekker, Yuri G. Zarhin

Let $d \geq 2$ be an integer, $K_{0}$ a perfect field such that $c ha r (K_{0})$ does not divide $d$ , $n > d$ an integer prime to $d$ , $f (x) \in K_{0} [x]$ a degree $n$ monic polynomial withou…

math.AG2025

Torsion points of small order on cyclic covers of $P^{1}$

Boris M. Bekker, Yuri G. Zarhin

Let $d \geq 2$ be a positive integer, $K$ an algebraically closed field of characteristic not dividing $d$ , $n \geq d + 1$ a positive integer that is prime to $d$ , $f (x) \in K [x]$ a deg…

Torsion points of small order on cyclic covers of P1. III

Torsion points of small order on cyclic covers of P1. II

Torsion points of small order on cyclic covers of P1

Torsion points of small order on cyclic covers of $P^{1}$ . III

Torsion points of small order on cyclic covers of $P^{1}$ . II

Torsion points of small order on cyclic covers of $P^{1}$