In this paper we obtain a quantitative version of the celebrated theorem by D.A. Goldston and H.L. Montgomery about the equivalence between the asymptotic behaviors of the mean-square of primes in short intervals and of the pair-correlation function of the zeros of the Riemann zeta function
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...
The present paper is a report on joint work with Alessandro Languasco and Alberto Perelli, collected...
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 well-known theorem by D.A. Goldston and H.L. M...
In this paper we extend the well-known investigations of Montgomery and Goldston & Montgomery, conce...
In this paper we extend the well-known investigations of Montgomery and Goldston & Montgomery, conce...
In early 1970s, Hugh Montgomery initialized the study of the pair correlation function F(X,T) on zer...
In early 1970s, Hugh Montgomery initialized the study of the pair correlation function F(X,T) on zer...
Under the assumption of the Riemann Hypothesis, we prove explicit quantitative relations between hyp...
Under the assumption of the Riemann Hypothesis (RH), we prove explicit quantitative relations betwe...
Assume the Riemann Hypothesis and let $F(X,T)=4\sum\limits_{0<\gamma_1,\gamma_2\leq T}\frac{X^{i...
We define a function which correlates the zeros of two Dirichlet L-functions to the modulus q and we...
We establish the equivalence of conjectures concerning the pair correlation of zeros of ‐functions...
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 study an extension of Montgomery's pair-correlation conjecture and its relevance in some problems...
The present paper is a report on joint work with Alessandro Languasco and Alberto Perelli, collected...
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 well-known theorem by D.A. Goldston and H.L. M...
In this paper we extend the well-known investigations of Montgomery and Goldston & Montgomery, conce...
In this paper we extend the well-known investigations of Montgomery and Goldston & Montgomery, conce...
In early 1970s, Hugh Montgomery initialized the study of the pair correlation function F(X,T) on zer...
In early 1970s, Hugh Montgomery initialized the study of the pair correlation function F(X,T) on zer...
Under the assumption of the Riemann Hypothesis, we prove explicit quantitative relations between hyp...
Under the assumption of the Riemann Hypothesis (RH), we prove explicit quantitative relations betwe...
Assume the Riemann Hypothesis and let $F(X,T)=4\sum\limits_{0<\gamma_1,\gamma_2\leq T}\frac{X^{i...
We define a function which correlates the zeros of two Dirichlet L-functions to the modulus q and we...
We establish the equivalence of conjectures concerning the pair correlation of zeros of ‐functions...
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 study an extension of Montgomery's pair-correlation conjecture and its relevance in some problems...
The present paper is a report on joint work with Alessandro Languasco and Alberto Perelli, collected...
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