Periodic multiplicative algorithms of Selmer type.
Periodicity of p-adic continued fractions.
Petites solutions des congruences
Pisot sequences which satisfy no linear recurrence
Pisot sequences which satisfy no linear recurrence II
Points algébriques sur les courbes elliptiques -adiques de Tate
Polylogarithms in the field of omega (a root of given cubic): Functional equations and ladders.
Polynômes de Lagrange sur les entiers d'un corps quadratique imaginaire
L'objet de ce texte est de donner une estimation arithmétique des valeurs prises par les polynômes de Lagrange sur les entiers d'un corps quadratique imaginaire en des points de ce corps. Ces polynômes interviennent dans l'étude des fonctions entières arithmétiques et dans les minorations de formes linéaires de Logarithmes.
Polynomial continued fractions
Polynomials with high multiplicity
Polynomials with small discriminants and regular systems of real algebraic numbers.
Powers of a rational number modulo 1 cannot lie in a small interval
Poznámka k diofantickým aproximacím
Poznámka k jednému článku J. Sedláčka
p-primary parts of unit traces and the p-adic regulator
Primitive divisors of Lucas and Lehmer sequences, II
Let and are conjugate complex algebraic integers which generate Lucas or Lehmer sequences. We present an algorithm to search for elements of such sequences which have no primitive divisors. We use this algorithm to prove that for all and with h, the -th element of these sequences has a primitive divisor for . In the course of proving this result, we give an improvement of a result of Stewart concerning more general sequences.
Problème des exponentielles -adiques et algèbres topologiquement de type fini
Problèmes de transcendance p-adique.
Problems and results on diophantine approximations
Product Type Bounds on the Approximation of Values of E and G Functions.