Alain Salinier

Systèmes dynamiques non archimédiens et corps des norms (Non-Archimedean Dynamic Systems and Fields of Norms)

AbstractLet

Une caractérisation des corps satisfaisant le théorème de l'axe principal

\mathcal{O}

Galois Groups of Trinomials

k be the ring of integers of a finite extension k of the field

Factorization over local fields and the irreducibility of generalized difference polynomials

\mathbb{Q}

Rational Trinomials with the Alternating Group as Galois Group

p of p-adic numbers. The endomorphisms of a formal group law defined over