AbstractThis paper deals with a lower estimate for the general asymmetric divisor problem. Continuing on a paper of Nowak, a lower bound for the error term in the asymptotic formula for the corresponding Dirichlet summatory function is established
Asymptotic formulae for Titchmarsh-type divisor sums are obtained with strong error terms that are u...
Abstract. A. Fujii, and later J. Steuding, considered an asymptotic formula for the sum of values of...
AbstractIn this paper we study generalised prime systems for which the integer counting function NP(...
AbstractLet Δk(x) = Δ(a1, …, ak; x) be the error term in the asymptotic formula for the summatory fu...
summary:A certain generalized divisor function $d^*(n)$ is studied which counts the number of factor...
AbstractNew omega results are given for the error term in a weighted divisor problem, improving resu...
International audienceIn this paper we study the mean square of the error term ∆ * k (Q, x) in a div...
An asymptotic result for the kth moment (k ≦ 9) of the error term in the Dirichlet divisor problem o...
We give a discussion on the properties of δa(x) (-1 < a < 0), which is a generalization of the error...
Let F(x) be the remainder term in the mean square formula of the error term (t) in the Dirichlet div...
AbstractWe consider a class of arithmetical functions generated by Dirichlet series that satisfy a f...
Abstract. Let ∆(T) and E(T) be the error terms in the classical Dirichlet divisor problem and in the...
The asymptotical formula obtaining for the quantity of divisors of numbers [n_c], c<1, n greater ...
AbstractAn asymptotic formula for the mean square of the remainder termΔa(x) is obtained for −1<a<−1...
The thesis work is a survey of recent developments on the famous error terms in the Dirichlet diviso...
Asymptotic formulae for Titchmarsh-type divisor sums are obtained with strong error terms that are u...
Abstract. A. Fujii, and later J. Steuding, considered an asymptotic formula for the sum of values of...
AbstractIn this paper we study generalised prime systems for which the integer counting function NP(...
AbstractLet Δk(x) = Δ(a1, …, ak; x) be the error term in the asymptotic formula for the summatory fu...
summary:A certain generalized divisor function $d^*(n)$ is studied which counts the number of factor...
AbstractNew omega results are given for the error term in a weighted divisor problem, improving resu...
International audienceIn this paper we study the mean square of the error term ∆ * k (Q, x) in a div...
An asymptotic result for the kth moment (k ≦ 9) of the error term in the Dirichlet divisor problem o...
We give a discussion on the properties of δa(x) (-1 < a < 0), which is a generalization of the error...
Let F(x) be the remainder term in the mean square formula of the error term (t) in the Dirichlet div...
AbstractWe consider a class of arithmetical functions generated by Dirichlet series that satisfy a f...
Abstract. Let ∆(T) and E(T) be the error terms in the classical Dirichlet divisor problem and in the...
The asymptotical formula obtaining for the quantity of divisors of numbers [n_c], c<1, n greater ...
AbstractAn asymptotic formula for the mean square of the remainder termΔa(x) is obtained for −1<a<−1...
The thesis work is a survey of recent developments on the famous error terms in the Dirichlet diviso...
Asymptotic formulae for Titchmarsh-type divisor sums are obtained with strong error terms that are u...
Abstract. A. Fujii, and later J. Steuding, considered an asymptotic formula for the sum of values of...
AbstractIn this paper we study generalised prime systems for which the integer counting function NP(...
DOI
Add to ORKG