1 citations · 1 across the 7 of their papers we have counts for
7 papers
Some new curious congruences involving multiple harmonic sums
Rong Ma, Ni Li
It is significant to study congruences involving multiple harmonic sums. Let be an odd prime, in recent years, the following curious congruence $$\sum_{\substack{i+j+k=p \\ i,…
Some congruences involving generalized Bernoulli numbers and Bernoulli polynomials
Ni Li, Rong Ma
Let be the integral part of , be a positive integer and denote the trivial Dirichlet character modulo . In this paper, we use an identity established by Z.…
On the primes in floor function sets
Rong Ma, Jie Wu
Let [t] be the integral part of the real number t and let 1 P be the characteristic function of the primes. Denote by G (x) the number of primes in the floor function set G(x)…
On the new identities of Dirichlet -functions
Rong Ma, Jinglei Zhang, Yulong Zhang
Let be an integer, be a Dirichlet character modulo , and denote the Dirichlet -functions corresponding to . In this paper, we show some special functi…
On the difference between a D. H. Lehmer number and its inverse over short interval
Yana Niu, Rong Ma, Haodong Wang
Let be an odd integer. For each integer with and , we know that there exists one and only one with such that $x\bar{x}\equiv1(\b…
On the mean value of the generalized Dirichlet L-functions with the weight of the Gauss Sums
Rong Ma, Yana Niu
Let be an integer, denote a Dirichlet character modulo , for any real number , we define the generalized Dirichlet -functions $$ L(s,χ,a)=\sum_{n=1}^{\inf…
On asymptotic properties of the generalized Dirichlet -functions
Rong Ma, Yana Niu, Yulong Zhang
Let be an integer, denote a Dirichlet character modulo , for any real number , we define the generalized Dirichlet -functions $$ L(s,χ,a)=\sum_{n=1}^{\inf…