S. S. Eddin

activity

20152018

most citedOn sums of weighted averages of

g cd

-sum functions

1 citations · 1 across the 3 of their papers we have counts for

collaborators

4 papers

math.NT2018★ 1 cited

On sums of weighted averages of $g cd$ -sum functions

Isao Kiuchi, Sumaia Saad Eddin

Let $g cd (j, k)$ be the greatest common divisor of the integers $j$ and $k$ . In this paper, we give several interesting asymptotic formulas for weighted averages of the $g cd$ -sum f…

math.NT2017

The signs of the Stieltjes constants associated with the Dedekind zeta function

Sumaia Saad Eddin

The Stieltjes constants $γ_{n} (K)$ of a number field $K$ are the coefficients of the Laurent expansion of the Dedekind zeta function $ζ_{K} (s)$ at its pole $s = 1$ . In this paper, we est…

math.NT2017

Applications of the Laurent-Stieltjes constants for Dirichlet $L$ -series

Sumaia Saad Eddin

The Laurent Stieltjes constants $γ_{n} (χ)$ are, up to a trivial coefficient, the coefficients of the Laurent expansion of the usual Dirichlet $L$ -series: when $χ$ is non principal, $…

math.NT2015

An asymptotic distribution for $∣ L^{'} / L (1, χ) ∣$

Sumaia Saad Eddin

Let $χ$ be a Dirichlet character modulo $q$ , let $L (s, χ)$ be the attached Dirichlet $L$ -function, and let $L^{'} (s, χ)$ denotes its derivative with respect to the complex varia…

On sums of weighted averages of gcd-sum functions

The signs of the Stieltjes constants associated with the Dedekind zeta function

Applications of the Laurent-Stieltjes constants for Dirichlet L-series

An asymptotic distribution for ∣L′/L(1,χ)∣

On sums of weighted averages of $g cd$ -sum functions

Applications of the Laurent-Stieltjes constants for Dirichlet $L$ -series

An asymptotic distribution for $∣ L^{'} / L (1, χ) ∣$