D. Rossler

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20052009

p

-adic distance between a point of finite order and a curve of genus higher or equal to two

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math.AG2009

A note on the ramification of torsion points lying on curves of genus at least two

Damian Rossler

Let $C$ be a curve of genus $g ⩾ 2$ defined over the fraction field $K$ of a complete discrete valuation ring $R$ with algebraically closed residue field. Suppose that $\cha…

math.AG2008★ 1 cited

On the $p$ -adic distance between a point of finite order and a curve of genus higher or equal to two

Damian Rössler

Let $A$ be an abelian variety over $C_{p}$ ( $p$ a prime number) and $V ↪ A$ a closed subvariety. The conjecture of Tate-Voloch predicts that the $p$ -adic distance…

A note on the ramification of torsion points lying on curves of genus at least two

On the p-adic distance between a point of finite order and a curve of genus higher or equal to two

On the $p$ -adic distance between a point of finite order and a curve of genus higher or equal to two