Add to ORKGLet s = σ + it be a complex variable, ζ(s) the Riemann zeta-function, and A(s) = m≤
AbstractLet a1, a2, a3,... be complex numbers. Then, for ϵ > 0, M ≥ 1 and T ≥ 1, [formula] where ζ(s...
AbstractLet a1, a2, a3,... be complex numbers. Then, for ϵ > 0, M ≥ 1 and T ≥ 1, [formula] where ζ(s...
The mean value of the remainder term of the second moment of the Riemann zeta-functio
Mean value results for the approximate functional equation of the square of the Riemann zeta-functio...
The mean square of the Riemann zeta-function in the critical strip III by Kohji Matsumoto (Morioka) ...
The mean square of the Riemann zeta-function in the critical strip II by Kohji Matsumoto (Morioka) a...
This is an expository article. It is a collection of some important results on the meanvalue of |ζ(½...
Abstract. In this article we compute a discrete mean value of the derivative of the Riemann zeta fun...
AbstractLet s = σ + it. Then, on the assumption of Riemann Hypothesis, we prove the Mean-Value Theor...
Abstract. Let ∆(T) and E(T) be the error terms in the classical Dirichlet divisor problem and in the...
AbstractThe asymptotic formula [formula] was proved by Kiuchi and Matsumoto, and the error term is i...
AbstractLet s = σ + it. Then, on the assumption of Riemann Hypothesis, we prove the Mean-Value Theor...
AbstractThe asymptotic formula [formula] was proved by Kiuchi and Matsumoto, and the error term is i...
Introduction. The functional equation of the Riemann zeta-function may be expressed in the asymmetri...
Let P (x), Q(x) be two non-zero polynomials with complex coefficients. Define the associated Dirichl...
AbstractLet a1, a2, a3,... be complex numbers. Then, for ϵ > 0, M ≥ 1 and T ≥ 1, [formula] where ζ(s...
AbstractLet a1, a2, a3,... be complex numbers. Then, for ϵ > 0, M ≥ 1 and T ≥ 1, [formula] where ζ(s...
The mean value of the remainder term of the second moment of the Riemann zeta-functio
Mean value results for the approximate functional equation of the square of the Riemann zeta-functio...
The mean square of the Riemann zeta-function in the critical strip III by Kohji Matsumoto (Morioka) ...
The mean square of the Riemann zeta-function in the critical strip II by Kohji Matsumoto (Morioka) a...
This is an expository article. It is a collection of some important results on the meanvalue of |ζ(½...
Abstract. In this article we compute a discrete mean value of the derivative of the Riemann zeta fun...
AbstractLet s = σ + it. Then, on the assumption of Riemann Hypothesis, we prove the Mean-Value Theor...
Abstract. Let ∆(T) and E(T) be the error terms in the classical Dirichlet divisor problem and in the...
AbstractThe asymptotic formula [formula] was proved by Kiuchi and Matsumoto, and the error term is i...
AbstractLet s = σ + it. Then, on the assumption of Riemann Hypothesis, we prove the Mean-Value Theor...
AbstractThe asymptotic formula [formula] was proved by Kiuchi and Matsumoto, and the error term is i...
Introduction. The functional equation of the Riemann zeta-function may be expressed in the asymmetri...
Let P (x), Q(x) be two non-zero polynomials with complex coefficients. Define the associated Dirichl...
AbstractLet a1, a2, a3,... be complex numbers. Then, for ϵ > 0, M ≥ 1 and T ≥ 1, [formula] where ζ(s...
AbstractLet a1, a2, a3,... be complex numbers. Then, for ϵ > 0, M ≥ 1 and T ≥ 1, [formula] where ζ(s...
The mean value of the remainder term of the second moment of the Riemann zeta-functio