Amélioration effective du théorème de Liouville
Amenability, Poincaré series and quasiconformal maps.
Amicable Pell numbers.
An theorem over function fields and applications
We provide a lower bound for the number of distinct zeros of a sum for two rational functions , in term of the degree of , which is sharp whenever have few distinct zeros and poles compared to their degree. This sharpens the “-theorem” of Brownawell-Masser and Voloch in some cases which are sufficient to obtain new finiteness results on diophantine equations over function fields. For instance, we show that the Fermat-type surface contains only finitely many rational or elliptic curves,...
An A4 extension of Q attached to a non-selfdual automorphic form on GL(3).
An absolute Siegel's Lemma.
An Abstract Treatment of the Module of Quadratic Forms over a Semi-local Ring.
An accurate approximation of zeta-generalized-Euler-constant functions
Zeta-generalized-Euler-constant functions, and defined on the closed interval [0, ∞), where γ(1) is the Euler-Mascheroni constant and (1) = ln , are studied and estimated with high accuracy.
An addendum to the paper: “Arithmetic functions over rings with zero divisors” by Ruangsinsap, Laohakosol and P. Udomkavanich.
An Addition Theorem for the Elementary Abelian Group of Type (p, p).
An Addition Theorem in a Finite Abelian Group.
An addition theorem on the cyclic group .
An additive divisor problem.
An additive problem in the theory of numbers
An additive problem of prime numbers
An additive problem with primes and almost-primes
An adelic Minkowski-Hlawka theorem and an application to Siegel's lemma.
An Algebraic Approach to the Residues in Algebraic Geometry.
An Algorithm for a Linear Diophantine Equation and a Problem of Frobenius.
An algorithm for a solution of a problem of Frobenius.