An Omega theorem on differences of two squares.
An omega theorem on differences of two squares. II.
An ...-Theorem for an Error Term Related to the Sum-of-Divisors Function.
An ...-Theorem for Ramanujan's ...-Function.
Analyse spectrale et prolongement analytique : séries d’Eisenstein, fonctions et nombre de solutions d’équations diophantiennes
Analytic and arithmetic theory of semigroups with divisor theory
Analytic number theory in formations based on additive arithmetical semigroups.
Another note on Hardy-Littlewood's theorem
Anwendung einer zahlengeometrischen Methode von C.L. Siegel auf Probleme der Analysis.
Appendix on return-time sequences
Applications des entiers à diviseurs denses
Approximation of by .
Arithmetic functions and weighted averages
Arithmetic functions associated with the infinitary divisors of an integer.
Arithmetic progressions and the primes.
We describe some of the machinery behind recent progress in establishing infinitely many arithmetic progressions of length k in various sets of integers, in particular in arbitrary dense subsets of the integers, and in the primes.
Arithmetic progressions of arbitrary length and consisting only of primes and almost primes.
Arithmetic progressions of prime-almost-prime twins
Arithmetic progressions of primitive roots of a prime. II.
Arithmetic progressions, prime numbers, and squarefree integers
In this paper we establish the distribution of prime numbers in a given arithmetic progression for which is squarefree.
Arithmetic properties of numbers with restricted digits