Add to ORKGInternational audienceLet χ be a non-quadratic primitive Dirichlet character. We improve upon the previously known explicit lower bound on |L(1, χ)|
Let p be an odd prime and k a non-negative integer. Let N be a positive integer such that p inverted...
Let Q, r s * 1, a ^ i. The number of zeros j3+iy in the region j3 3 * a, |y | ^ T of all Dirichlet ...
In this paper, we exhibit upper and lower bounds with explicit constants for some objects related to...
International audienceLet χ be a non-quadratic primitive Dirichlet character. We improve upon the pr...
International audienceWe consider Dirichlet L -functions $L(s, \chi )$ where $\chi $ is a non-princi...
Abstract. Let C+q be the set of even, primitive Dirichlet characters (mod q). Using the mollifier me...
Abstract. Let χ be a primitive Dirichlet character modulo q and L(s, χ) be the Dirichlet L-function ...
Let be a real primitive character modulo D. If the L-function (,) has a real zero close to =1, know...
International audienceWe estimate the 1-level density of low-lying zeros of L(s, χ) with χ ranging o...
ABSTRACT. This paper deals with the question of non-vanishing of Dirichlet L-functions at the centra...
AbstractLet χ denote a primitive, Dirichlet character to the modulus q>i and let L(s,χ) be the corre...
Let p be an odd prime and k a non-negative integer. Let N be a positive integer such that p∤N and λ ...
We estimate the 1-level density of low-lying zeros of L(s, χ) with χ ranging over primitive Dirichle...
We prove an explicit upper bound of the function S(t, $chi$), defined by the argument of Dirichlet L...
Let r be a positive integer >= 2. We consider a family of primitive Dirichlet characters of order...
Let p be an odd prime and k a non-negative integer. Let N be a positive integer such that p inverted...
Let Q, r s * 1, a ^ i. The number of zeros j3+iy in the region j3 3 * a, |y | ^ T of all Dirichlet ...
In this paper, we exhibit upper and lower bounds with explicit constants for some objects related to...
International audienceLet χ be a non-quadratic primitive Dirichlet character. We improve upon the pr...
International audienceWe consider Dirichlet L -functions $L(s, \chi )$ where $\chi $ is a non-princi...
Abstract. Let C+q be the set of even, primitive Dirichlet characters (mod q). Using the mollifier me...
Abstract. Let χ be a primitive Dirichlet character modulo q and L(s, χ) be the Dirichlet L-function ...
Let be a real primitive character modulo D. If the L-function (,) has a real zero close to =1, know...
International audienceWe estimate the 1-level density of low-lying zeros of L(s, χ) with χ ranging o...
ABSTRACT. This paper deals with the question of non-vanishing of Dirichlet L-functions at the centra...
AbstractLet χ denote a primitive, Dirichlet character to the modulus q>i and let L(s,χ) be the corre...
Let p be an odd prime and k a non-negative integer. Let N be a positive integer such that p∤N and λ ...
We estimate the 1-level density of low-lying zeros of L(s, χ) with χ ranging over primitive Dirichle...
We prove an explicit upper bound of the function S(t, $chi$), defined by the argument of Dirichlet L...
Let r be a positive integer >= 2. We consider a family of primitive Dirichlet characters of order...
Let p be an odd prime and k a non-negative integer. Let N be a positive integer such that p inverted...
Let Q, r s * 1, a ^ i. The number of zeros j3+iy in the region j3 3 * a, |y | ^ T of all Dirichlet ...
In this paper, we exhibit upper and lower bounds with explicit constants for some objects related to...