15 citations · 19 across the 8 of their papers we have counts for
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math.AG2026
Frobenius lifts and point counting for smooth curves
Amnon Besser, Rob de Jeu, Pengju Guan +1
We describe an algorithm for computing the zeta function of a proper, smooth curve over a finite field of characteristic , when the curve is given together with some auxilia…
math.AG2013
Frobenius lifts and point counting for smooth curves
Amnon Besser, François-Renaud Escriva, Rob de Jeu
We describe an algorithm to compute the zeta-function of a proper, smooth curve over a finite field, when the curve is given together with some auxiliary data. Our method is based…
math.AG2004★ 15 cited
Numerical verification of Beilinson's conjecture for K2 of hyperelliptic curves
Tim Dokchitser, Rob de Jeu, Don Zagier
We construct families of hyperelliptic curves over Q of arbitrary genus g with (at least) g integral elements in K_2. We also verify the Beilinson conjectures about K_2 numerically…