Ein v. Staudt-Clausenscher Satz für periodische Bernoullizahlen.
Elementary equivalence and codimension in p-adic fields.
Exposants de Lojasiewicz dans le cas semi-algebrique p-adique
We prove the rationality of the Łojasiewicz exponent for p-adic semi-algebraic functions without compactness hypothesis. In the parametric case, we show that the parameter space can be divided into a finite number of semi-algebraic sets on each of which the Łojasiewicz exponent is constant.