DOIAbstract
We extend Montgomery's pair correlation conjecture to any function in the Selberg class. Moreover, under the Riemann Hypothesis we prove some partial results
We extend Montgomery's pair correlation conjecture to any function in the Selberg class. Moreover, under the Riemann Hypothesis we prove some partial results
Thesis (Ph. D.)--University of Rochester. Dept. of Mathematics, 2008.In this thesis, we apply Montgo...
In this paper we obtain a quantitative version of the celebrated theorem by D.A. Goldston and H.L. M...
In this paper we obtain a quantitative version of the celebrated theorem by D.A. Goldston and H.L. M...
The present paper is a report on joint work with Alessandro Languasco and Alberto Perelli, collected...
We establish the equivalence of conjectures concerning the pair correlation of zeros of ‐functions...
Abstract. We establish the equivalence of conjectures concerning the pair correlation of zeros of L-...
In this thesis, we are interested in Montgomery\u27s pair correlation conjecture which is about the ...
Assume the Riemann Hypothesis and let $F(X,T)=4\sum\limits_{0<\gamma_1,\gamma_2\leq T}\frac{X^{i...
The Hilbert-Pólya Conjecture supposes that there exists an operator in a Hilbert space whose eigenva...
We study an extension of Montgomery's pair-correlation conjecture and its relevance in some problems...
We study an extension of Montgomery's pair-correlation conjecture and its relevance in some problems...
This paper presents an overview of mathematical work surrounding Montgomery’s pair correlation conje...
We study an extension of Montgomery's pair-correlation conjecture and its relevance in some problems...
We study an extension of Montgomery's pair-correlation conjecture and its relevance in some problems...
We define a function which correlates the zeros of two Dirichlet L-functions to the modulus q and we...
Thesis (Ph. D.)--University of Rochester. Dept. of Mathematics, 2008.In this thesis, we apply Montgo...
In this paper we obtain a quantitative version of the celebrated theorem by D.A. Goldston and H.L. M...
In this paper we obtain a quantitative version of the celebrated theorem by D.A. Goldston and H.L. M...
The present paper is a report on joint work with Alessandro Languasco and Alberto Perelli, collected...
We establish the equivalence of conjectures concerning the pair correlation of zeros of ‐functions...
Abstract. We establish the equivalence of conjectures concerning the pair correlation of zeros of L-...
In this thesis, we are interested in Montgomery\u27s pair correlation conjecture which is about the ...
Assume the Riemann Hypothesis and let $F(X,T)=4\sum\limits_{0<\gamma_1,\gamma_2\leq T}\frac{X^{i...
The Hilbert-Pólya Conjecture supposes that there exists an operator in a Hilbert space whose eigenva...
We study an extension of Montgomery's pair-correlation conjecture and its relevance in some problems...
We study an extension of Montgomery's pair-correlation conjecture and its relevance in some problems...
This paper presents an overview of mathematical work surrounding Montgomery’s pair correlation conje...
We study an extension of Montgomery's pair-correlation conjecture and its relevance in some problems...
We study an extension of Montgomery's pair-correlation conjecture and its relevance in some problems...
We define a function which correlates the zeros of two Dirichlet L-functions to the modulus q and we...
Thesis (Ph. D.)--University of Rochester. Dept. of Mathematics, 2008.In this thesis, we apply Montgo...
In this paper we obtain a quantitative version of the celebrated theorem by D.A. Goldston and H.L. M...
In this paper we obtain a quantitative version of the celebrated theorem by D.A. Goldston and H.L. M...
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