Abstract

Let W \subset P^3 be a smooth quadric surface defined over a perfect field K and with no line defined over K (e.g., an elliptic quadric surface over a finite field). In this note we study the gonality over K of smooth curves with a singular model contained in W and with mild singularities.

DOI

10.3906/mat-1212-21

Keywords

Gonality, curve over a perfect field, K-gonality, elliptic quadric surface

First Page

394

Last Page

400

Recommended Citation

BALLICO, E (2014). Gonality of curves with a singular model on an elliptic quadric surface. Turkish Journal of Mathematics 38 (3): 394-400. https://doi.org/10.3906/mat-1212-21

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