On the distribution of number-theoretic functions
On the distribution of perfect totients.
On the iterates of the sum of exponential divisors.
On the limiting distribution of a generalized divisor problem for the case -1/2 < a < 0
On the limiting distribution of a generalized divisor problem for the case -1 ≤ a < -1/2
On the local distribution of the iterated divisor function.
On the number of elements with maximal order in the multiplicative group modulo n
On the number of prime divisors of the iterates of the Carmichael function.
On the tails of the limiting distribution function of the error term in the Dirichlet divisor problem
On the zeros of a class of arithmetical entire functions
On totient abundant numbers.
Poisson distribution for a sum of additive functions on shifted primes
Prime numbers along Rudin–Shapiro sequences
For a large class of digital functions , we estimate the sums (and , where denotes the von Mangoldt function (and the Möbius function). We deduce from these estimates a Prime Number Theorem (and a Möbius randomness principle) for sequences of integers with digit properties including the Rudin-Shapiro sequence and some of its generalizations.
Propriétés q-multiplicatives de la suite , c > 1
Quantitative mean value theorems for nonnegative multiplicative functions II
Remarks on maximum and minimum exponents in factoring
Sums of nonnegative multiplicative functions over integers without large prime factors I
Sums of the additive divisor problem type and the inner product method.
Sur certaines équations fonctionnelles arithmétiques
Soit le -ième nombre premier. Une fonction arithmétique complètement additive est définie sur par la donnée des et la formule , où désigne la...
Sur le nombre des diviseurs premiers de n