S. Bae

activity

20072018

collaborators

4 papers

math.NT2018

On the Carmichael rings, Carmichael ideals and Carmichael polynomials

Sunghan Bae, Su Hu, Min Sha

Motivated by Carmichael numbers, we say that a finite ring $R$ is a Carmichael ring if $a^{∣ R ∣} = a$ for any $a \in R$ . We then call an ideal $I$ of a ring $R$ as a Carmichael ideal…

math.NT2017

Average values of L-functions in even characteristic

Sunghan Bae, Hwanyup Jung

Let $k = F_{q} (T)$ be the rational function field over a finite field $F_{q}$ , where $q$ is a power of $2$ . In this paper we solve the problem of averaging the qu…

math.NT2016

Average Values of $L$ -series for Real Characters in Function Fields

Julio C. Andrade, Sunghan Bae, Hwanyup Jung

We establish asymptotic formulae for the first and second moments of quadratic Dirichlet $L$ --functions, at the centre of the critical strip, associated to the real quadratic funct…

math.NT2007

Irreducible representations and Artin L-functions of quasi-cyclotomic fields

Sunghan Bae, Yong Hu, Linsheng Yin

We determine all irreducible representations of primary quasi-cyclotomic fields in this paper. The methods can be applied to determine the irreducible representations of any quasi-…

On the Carmichael rings, Carmichael ideals and Carmichael polynomials

Average values of L-functions in even characteristic

Average Values of L-series for Real Characters in Function Fields

Irreducible representations and Artin L-functions of quasi-cyclotomic fields

Average Values of $L$ -series for Real Characters in Function Fields