We study the cancellation of zeros between the Riemann zeta function and certain Artin L-functions. To do so, we develop a converse theorem for Maass forms of Laplace eigenvalue 1/4 in which the twisted L-functions are not assumed to be entire. We do not require the conjectural automorphy of Artin L-functions, only their established meromorphic continuation and functional equation
Abstract. We present some of the easier to prove analytic properties of Dirichlet-Hecke L-functions,...
Some brackets in Tables 2-7 became blank spaces in final print.International audienceWe describe in ...
We show that one simple zero of a Maass L-function implies infinitely many simple zeros of the L-fun...
We prove two principal results. Firstly, we characterise Maass forms in terms of functional equation...
This paper considers PSL(2,ℤ)-automorphic cusp forms (the Maass forms) and their associated Dirichl...
This paper considers PSL(2,ℤ)-automorphic cusp forms (the Maass forms) and their associated Dirichl...
This paper considers PSL(2,ℤ)-automorphic cusp forms (the Maass forms) and their associated Dirichl...
As a generalization of the Riemann zeta function, L-function has become one of the central objects i...
As a generalization of the Riemann zeta function, L-function has become one of the central objects i...
AbstractWe prove a so-called (joint) universality property of Artin L-functions. Our work is a gener...
We prove a generalisation of the Converse Theorem of Maass for Dirichlet series with a finite number...
AbstractWe prove a generalisation of the Converse Theorem of Maass for Dirichlet series with a finit...
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
AbstractWe prove a generalisation of the Converse Theorem of Maass for Dirichlet series with a finit...
Abstract. We present some of the easier to prove analytic properties of Dirichlet-Hecke L-functions,...
Some brackets in Tables 2-7 became blank spaces in final print.International audienceWe describe in ...
We show that one simple zero of a Maass L-function implies infinitely many simple zeros of the L-fun...
We prove two principal results. Firstly, we characterise Maass forms in terms of functional equation...
This paper considers PSL(2,ℤ)-automorphic cusp forms (the Maass forms) and their associated Dirichl...
This paper considers PSL(2,ℤ)-automorphic cusp forms (the Maass forms) and their associated Dirichl...
This paper considers PSL(2,ℤ)-automorphic cusp forms (the Maass forms) and their associated Dirichl...
As a generalization of the Riemann zeta function, L-function has become one of the central objects i...
As a generalization of the Riemann zeta function, L-function has become one of the central objects i...
AbstractWe prove a so-called (joint) universality property of Artin L-functions. Our work is a gener...
We prove a generalisation of the Converse Theorem of Maass for Dirichlet series with a finite number...
AbstractWe prove a generalisation of the Converse Theorem of Maass for Dirichlet series with a finit...
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
AbstractWe prove a generalisation of the Converse Theorem of Maass for Dirichlet series with a finit...
Abstract. We present some of the easier to prove analytic properties of Dirichlet-Hecke L-functions,...
Some brackets in Tables 2-7 became blank spaces in final print.International audienceWe describe in ...
We show that one simple zero of a Maass L-function implies infinitely many simple zeros of the L-fun...
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