B. Bekker

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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. II

Torsion points of small order on cyclic covers of P1

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

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