Add to ORKGUsing a result of Bordellès, we derive the second term and improved error expressions for the partial sums of the Dirichlet series of the gcd-sum function, for all real values of the parameter
summary:We define Knopp-Kojima maximum modulus and the Knopp-Kojima maximum term of Dirichlet series...
International audienceThis paper discusses the problem of primes in short intervals using certain an...
The thesis work is a survey of recent developments on the famous error terms in the Dirichlet diviso...
The second term and improved error expressions for the partial sums of the Dirichlet series of the g...
The gcd-sum is an arithmetic function defined as the sum of the gcd's of the first n integers with n...
AbstractWe consider a large class of arithmetical functions generated by Dirichlet series satisfying...
AbstractWe consider a class of arithmetical functions generated by Dirichlet series that satisfy a f...
Abstract- In this present paper we establish the results of Double Dirichlet average of M-Series and...
AbstractWe consider a class of arithmetical functions generated by Dirichlet series satisfying funct...
summary:Let $q\ge 3$ be an integer, let $\chi $ denote a Dirichlet character modulo $q.$ For any rea...
In terms of generalized orders it is investigated a relation between the growth of an entire Dirichl...
In this note we prove a new estimate on so-called GCD sums (also called G\'{a}l sums), which, for ce...
We consider a generalization of the lcm-sum function, and we give two kinds of asymptotic formulas f...
In a paper in the American Mathematical Monthly, the corresponding author asks for an asymptotic of ...
Abstract. A. Fujii, and later J. Steuding, considered an asymptotic formula for the sum of values of...
summary:We define Knopp-Kojima maximum modulus and the Knopp-Kojima maximum term of Dirichlet series...
International audienceThis paper discusses the problem of primes in short intervals using certain an...
The thesis work is a survey of recent developments on the famous error terms in the Dirichlet diviso...
The second term and improved error expressions for the partial sums of the Dirichlet series of the g...
The gcd-sum is an arithmetic function defined as the sum of the gcd's of the first n integers with n...
AbstractWe consider a large class of arithmetical functions generated by Dirichlet series satisfying...
AbstractWe consider a class of arithmetical functions generated by Dirichlet series that satisfy a f...
Abstract- In this present paper we establish the results of Double Dirichlet average of M-Series and...
AbstractWe consider a class of arithmetical functions generated by Dirichlet series satisfying funct...
summary:Let $q\ge 3$ be an integer, let $\chi $ denote a Dirichlet character modulo $q.$ For any rea...
In terms of generalized orders it is investigated a relation between the growth of an entire Dirichl...
In this note we prove a new estimate on so-called GCD sums (also called G\'{a}l sums), which, for ce...
We consider a generalization of the lcm-sum function, and we give two kinds of asymptotic formulas f...
In a paper in the American Mathematical Monthly, the corresponding author asks for an asymptotic of ...
Abstract. A. Fujii, and later J. Steuding, considered an asymptotic formula for the sum of values of...
summary:We define Knopp-Kojima maximum modulus and the Knopp-Kojima maximum term of Dirichlet series...
International audienceThis paper discusses the problem of primes in short intervals using certain an...
The thesis work is a survey of recent developments on the famous error terms in the Dirichlet diviso...