We show that one simple zero of a Maass L-function implies infinitely many simple zeros of the L-function. Since Strombergsson found simple zeros of three different even Maass L-functions, we know that there are at least three Maass L-functions having infinitely many simple zerosope
An estimate of the number of zeros of one function related to Dirichlet L-function
In the paper, we obtain that certain linear and more general combinations of Dirichlet L-functions a...
Abstract. New results associated with the Extended Riemann Hypothesis on the zeros of the Dirichlet ...
We prove that the complete L-function associated to any cuspidal automorphic representation of GL2...
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...
We prove two principal results. Firstly, we characterise Maass forms in terms of functional equation...
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
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...
Assuming the Selberg orthonormality conjecture we prove that distinct L-functions have a positive pr...
We study the cancellation of zeros between the Riemann zeta function and certain Artin L-functions. ...
Abstract The Katz-Sarnak Density Conjecture states that the behavior of zeros of a family of L-funct...
An estimate of the number of zeros of one function related to Dirichlet L-function
In the paper, we obtain that certain linear and more general combinations of Dirichlet L-functions a...
Abstract. New results associated with the Extended Riemann Hypothesis on the zeros of the Dirichlet ...
We prove that the complete L-function associated to any cuspidal automorphic representation of GL2...
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...
We prove two principal results. Firstly, we characterise Maass forms in terms of functional equation...
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
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...
Assuming the Selberg orthonormality conjecture we prove that distinct L-functions have a positive pr...
We study the cancellation of zeros between the Riemann zeta function and certain Artin L-functions. ...
Abstract The Katz-Sarnak Density Conjecture states that the behavior of zeros of a family of L-funct...
An estimate of the number of zeros of one function related to Dirichlet L-function
In the paper, we obtain that certain linear and more general combinations of Dirichlet L-functions a...
Abstract. New results associated with the Extended Riemann Hypothesis on the zeros of the Dirichlet ...
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