Assuming the Selberg orthonormality conjecture we prove that distinct L-functions have a positive proportion of distinct zeros
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
A class of functions that satisfies intriguing explicit formulae of Ramanujan and Titchmarsh involvi...
We prove that the L-functions in the extended Selberg class have factorization into primitive functi...
We prove a rather general result showing that two distinct Dirichlet series cannot have too many com...
Abstract. We prove uniqueness theorems for L-functions from the (ex-tended) Selberg class. Moreover,...
The classical Linnik-Sprindzuk phenomenon shows that the Riemann Hypothesis for Dirichlet L-function...
In this paper, we obtain uniqueness theorems of L-functions from the extended Selberg class, which g...
This thesis is comprised of three articles in which we prove explicit estimates for different number...
Assuming that the Selberg class of L-functions is (essentially) countable and that the Selberg ortho...
We show that one simple zero of a Maass L-function implies infinitely many simple zeros of the L-fun...
We prove the conjecture stating that the degree 1 functions in the Selberg class are the Riemann zet...
Relying on Nevanlinna theory and the properties of L-functions in the extended Selberg class, we mai...
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
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...
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
A class of functions that satisfies intriguing explicit formulae of Ramanujan and Titchmarsh involvi...
We prove that the L-functions in the extended Selberg class have factorization into primitive functi...
We prove a rather general result showing that two distinct Dirichlet series cannot have too many com...
Abstract. We prove uniqueness theorems for L-functions from the (ex-tended) Selberg class. Moreover,...
The classical Linnik-Sprindzuk phenomenon shows that the Riemann Hypothesis for Dirichlet L-function...
In this paper, we obtain uniqueness theorems of L-functions from the extended Selberg class, which g...
This thesis is comprised of three articles in which we prove explicit estimates for different number...
Assuming that the Selberg class of L-functions is (essentially) countable and that the Selberg ortho...
We show that one simple zero of a Maass L-function implies infinitely many simple zeros of the L-fun...
We prove the conjecture stating that the degree 1 functions in the Selberg class are the Riemann zet...
Relying on Nevanlinna theory and the properties of L-functions in the extended Selberg class, we mai...
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
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...
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
A class of functions that satisfies intriguing explicit formulae of Ramanujan and Titchmarsh involvi...
We prove that the L-functions in the extended Selberg class have factorization into primitive functi...
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