2 problems

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Gerritzen–van der Put conjecture on ramification points of hyperelliptic Mumford curves
Let $X\to\mathds{P}^1$ be a finite cover from a hyperelliptic Mumford curve $X$ , let $\Omega$ be the universal covering space of $X$ , and consider the ramification points of the co…
Conjectureopenmumford-curves p-adic-geometry ramificationarXiv posted 2 days ago
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Chekhov et al.'s conjecture on non-Mumford curves and p-adic string amplitudes
Let $C$ be an algebraic curve defined over $\mathbb{Q}_p$ that is not a $p$ -adic Riemann surface, meaning that it is not a Mumford curve of the form $C=\Omega/\Gamma$ for a domain…
Conjectureopenmumford-curves p-adic-geometry string-theoryarXiv posted 2 days ago

Gerritzen–van der Put conjecture on ramification points of hyperelliptic Mumford curves