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Peng-Ju Guan

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Preprint Sep 2026

Frobenius lifts and point counting for smooth curves

We describe an algorithm for computing the zeta function of a proper, smooth curve over a finite field $k$ of characteristic $p$, when the curve is given together with some auxiliary data, including a lift $C$ to the valuation ring in a finite extension of $\Q_p$. The algorithm is denominator-free if the ramification i...

A. Besser, R. de Jeu, Peng-Ju Guan et al. · 0 citations

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