The André-Pink conjecture : Hecke orbits and weakly special subvarieties

More precisely, by using a Schwarz’ Lemma for finite sets ([21], [29]) and a gen- eralization of a result in [25], we prove in Section 2.3 the following theorem which

I n this paper in the early part, the first six sections, we make a thorough qualitative s t u d y of ordinary differential operators with constant

Observe that a buoy, as defined above is merely an odd hole expansion and that an buoy of length 5 is precisely as defined in [4]. G n−1 ) be an expansion that is a minimal

Seheno Andriantsaralaza, Michel Arbonnier, Samuel Assembe, Babou André Bationo, Vincent Béligné, Alain Bertrand, Manuel Boissière, Iris Brémaud, Alicia Calle, Bertrand Charrier,

Dans ce projet, nous cherchons à généraliser les idées de Habegger et Pila pour montrer que, sous un certain nombre d’hypothèses arithmétiques, la conjecture

Schinzel’s Hypothesis (H) was used by Colliot-Th´el`ene and Sansuc, and later by Serre, Swinnerton-Dyer and others, to prove that the Brauer–Manin obstruction controls the

2014 Rational points on certain elliptic modular curves, Proc. 2014 Hyperelliptic modular

In the case of forms corresponding to (modular) elliptic curves, results relating the value to certain Galois cohomology groups (Selmer groups) were obtained by Coates and Schmidt