Publication date
August 1976
DOI Publisher
Published by Elsevier Inc. ISSN
0022-314XAbstract
AbstractThe methods of the two authors on the zeros of zeta and L-functions are compared
AbstractThe methods of the two authors on the zeros of zeta and L-functions are compared
Given a nontrivial finite group $G$, we prove the first zero density estimate for families of Dedeki...
The second moment of the Riemann zeta-function twisted by a normalized Dirichlet polynomial with coe...
We study zero-free regions of the Riemann zeta function $\zeta$ related to an approximation problem ...
The methods of the two authors on the zeros of zeta and L-functions are compared
Gábor Halász and Pál Turán were the first who proved unconditionally the Density Hypothesis for Riem...
In this paper, we prove three results on the density, respectively, local density and clustering of ...
The focus of the first part of the thesis commences with an examination of two pages in Ramanujan's...
Fung Yiu-cho.Bibliography: leaves 93-114Thesis (M.Phil.)--Chinese University of Hong Kong, 198
In this thesis we provide a body of knowledge that concerns Riemann zeta-function and its generaliza...
The mollification ζ(s)+ζ′(s) put forward by Feng is computed by analytic methods coming from the tec...
In the paper, we obtain that certain linear and more general combinations of Dirichlet L-functions a...
AbstractThe function S(T) is the error term in the formula for the number of zeros of the Riemann ze...
AbstractFinite differences of values of the Riemann zeta function at the integers are explored. Such...
Cette thèse comporte deux parties. Tout d'abord nous étudions la fonction de Hardy Z(t,\chi) liée à ...
International audienceThe title of this lecture refers to Ramachandra's paper in Acta Arithmetica [R...
Given a nontrivial finite group $G$, we prove the first zero density estimate for families of Dedeki...
The second moment of the Riemann zeta-function twisted by a normalized Dirichlet polynomial with coe...
We study zero-free regions of the Riemann zeta function $\zeta$ related to an approximation problem ...
The methods of the two authors on the zeros of zeta and L-functions are compared
Gábor Halász and Pál Turán were the first who proved unconditionally the Density Hypothesis for Riem...
In this paper, we prove three results on the density, respectively, local density and clustering of ...
The focus of the first part of the thesis commences with an examination of two pages in Ramanujan's...
Fung Yiu-cho.Bibliography: leaves 93-114Thesis (M.Phil.)--Chinese University of Hong Kong, 198
In this thesis we provide a body of knowledge that concerns Riemann zeta-function and its generaliza...
The mollification ζ(s)+ζ′(s) put forward by Feng is computed by analytic methods coming from the tec...
In the paper, we obtain that certain linear and more general combinations of Dirichlet L-functions a...
AbstractThe function S(T) is the error term in the formula for the number of zeros of the Riemann ze...
AbstractFinite differences of values of the Riemann zeta function at the integers are explored. Such...
Cette thèse comporte deux parties. Tout d'abord nous étudions la fonction de Hardy Z(t,\chi) liée à ...
International audienceThe title of this lecture refers to Ramachandra's paper in Acta Arithmetica [R...
Given a nontrivial finite group $G$, we prove the first zero density estimate for families of Dedeki...
The second moment of the Riemann zeta-function twisted by a normalized Dirichlet polynomial with coe...
We study zero-free regions of the Riemann zeta function $\zeta$ related to an approximation problem ...
Add to ORKG