The following pages link to Emmanuel Hallouin (Q207159):
Displaying 15 items.
- A graph aided strategy to produce good recursive towers over finite fields (Q324289) (← links)
- Global descent obstructions for varieties (Q655996) (← links)
- Computation of a cover of Shimura curves using a Hurwitz space (Q1012572) (← links)
- Computation of some moduli spaces of covers and explicit \({\mathcal S}_n\) and \({\mathcal A}_n\) regular \({\mathbb Q}(T)\)-extensions with totally real fibers. (Q1880072) (← links)
- Number of points of curves over finite fields in some relative situations from an Euclidean point of view (Q2031980) (← links)
- Study and computation of a Hurwitz space and totally real \(\text{PSL}_2(\mathbb F_8)\)-extensions of \(\mathbb Q\) (Q2576203) (← links)
- Recursive towers of curves over finite fields using graph theory (Q2801861) (← links)
- Anticanonical codes from del Pezzo surfaces with Picard rank one (Q3298967) (← links)
- On generators of the group $\widehat{H}^{-1}({\rm Gal}(L/K), E_L)$ in some abelian p-extension L/K (Q3545357) (← links)
- A unified viewpoint for upper bounds for the number of points of curves over finite fields via euclidean geometry and semi-definite symmetric Toeplitz matrices (Q5240163) (← links)
- Cancellation in totally definite quaternion algebras (Q5479407) (← links)
- Computing local integral closures (Q5945289) (← links)
- Classification of singular del Pezzo surfaces over finite fields (Q6090629) (← links)
- Integral points on elliptic curves with $j$-invariant $0$ over $k(t)$ (Q6510653) (← links)
- Construction of good codes from weak del Pezzo surfaces (Q6562375) (← links)
