8 citations · 9 across the 3 of their papers we have counts for
3 papers
math.AG2009★ 8 cited
Couples de Jacobiennes isogenes de courbes hyperelliptiques de genre arbitraire
Jean-Francois Mestre
For any genus g greater than 1, we construct a family of dimension g+1 of pairs of hyperelliptic curves of genus g whose jacobian are 2^g isogeneous. ----- Pour tout genre g superi…
math.GR2006
Extensions generiques de groupe de Galois SL2(F3)
Jean-Francois Mestre
We prove that there exists a generic polynomial for the group Sl2(3); it is the group with smallest order for which it was not known if a such polynom can exist. Nous prouvons ici…
math.GR2004★ 1 cited
Correspondances compatibles avec une relation binaire, relevement d'extensions de groupe de Galois L3(2) et probleme de Noether pour L3(2)
J. -F. Mestre
We prove that for a system of indeterminates (X_a) indiced by the P^2(2), the projective plane over F_2, there exists a 3-3 correspondance compatible with the incidence structures…