We establish a result on the large sieve with square moduli. These bounds improve recent results by S. Baier [S. Baier, On the large sieve with sparse sets of moduli, J. Ramanujan Math. Soc. 21 (2006) 279–295] and L. Zhao [L. Zhao, Large sieve inequality for characters to square moduli, Acta Arith. 112 (3)(2004) 297–308].Accepted versio
This book is an elaboration of a series of lectures given at the Harish-Chandra Research Institute. ...
Suppose that an infinite set A occupies at most 1 / 2 ( p + 1) residue classes modulo p , for every ...
AbstractWe obtain a close to optimal version of the large sieve inequality with amplitudes given by ...
We establish a result on the large sieve with square moduli. These bounds improve recent results by ...
In this paper, we developed a a large sieve type inequality with characters to square moduli. One ex...
AbstractWe establish a result on the large sieve with square moduli. These bounds improve recent res...
In this paper, we develop a large sieve inequality for some special characters whose moduli are squa...
In this paper, we present an improvement of a large sieve type inequality in high dimensions and dis...
This paper contains two remarks concerning the large sieve inequality, which are partly related to a...
We prove large sieve inequalities with multivariate polynomial moduli and deduce a general Bombieri–...
We introduce a variant of the large sieve and give an example of its use in a sieving problem. Take ...
The purpose of these notes is to present a proof of the large sieve in several variables. Gallagher ...
In this paper, we prove a large sieve inequality for quartic Dirichlet characters. The result is ana...
In this paper, we develop a large sieve type inequality with quadratic amplitude. We use the double ...
AbstractTwo parameters,ακandβκ, play a central role in the sieve method of Diamond, Halberstam, and ...
This book is an elaboration of a series of lectures given at the Harish-Chandra Research Institute. ...
Suppose that an infinite set A occupies at most 1 / 2 ( p + 1) residue classes modulo p , for every ...
AbstractWe obtain a close to optimal version of the large sieve inequality with amplitudes given by ...
We establish a result on the large sieve with square moduli. These bounds improve recent results by ...
In this paper, we developed a a large sieve type inequality with characters to square moduli. One ex...
AbstractWe establish a result on the large sieve with square moduli. These bounds improve recent res...
In this paper, we develop a large sieve inequality for some special characters whose moduli are squa...
In this paper, we present an improvement of a large sieve type inequality in high dimensions and dis...
This paper contains two remarks concerning the large sieve inequality, which are partly related to a...
We prove large sieve inequalities with multivariate polynomial moduli and deduce a general Bombieri–...
We introduce a variant of the large sieve and give an example of its use in a sieving problem. Take ...
The purpose of these notes is to present a proof of the large sieve in several variables. Gallagher ...
In this paper, we prove a large sieve inequality for quartic Dirichlet characters. The result is ana...
In this paper, we develop a large sieve type inequality with quadratic amplitude. We use the double ...
AbstractTwo parameters,ακandβκ, play a central role in the sieve method of Diamond, Halberstam, and ...
This book is an elaboration of a series of lectures given at the Harish-Chandra Research Institute. ...
Suppose that an infinite set A occupies at most 1 / 2 ( p + 1) residue classes modulo p , for every ...
AbstractWe obtain a close to optimal version of the large sieve inequality with amplitudes given by ...