1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.AG2023
Classification of singular del Pezzo surfaces over finite fields
Régis Blache, Emmanuel Hallouin
In this article, we consider weak del Pezzo surfaces defined over a finite field, and their associated, singular, anticanonical models. We first define arithmetic types for such su…
math.AG2023
Construction of good codes from weak Del Pezzo surfaces
Régis Blache, Emmanuel Hallouin
We construct algebraic geometric codes from weak del Pezzo surfaces. The codes are associated to the anti-canonical class of the anti-canonical model and to the set of rational poi…
math.NT2014★ 1 cited
From Hodge Index Theorem to the number of points of curves over finite fields
Emmanuel Hallouin, Marc Perret
We push further the classical proof of Weil upper bound for the number of rational points of an absolutely irreducible smooth projective curve over a finite field in term of eu…