6 citations · 13 across the 5 of their papers we have counts for
6 papers
Discretisation for odd quadratic twists
J. Brian Conrey, Michael O. Rubinstein, Nina C. Snaith +1
The discretisation problem for even quadratic twists is almost understood, with the main question now being how the arithmetic Delaunay heuristic interacts with the analytic random…
Moments of the derivative of the Riemann zeta-function and of characteristic polynomials
J. Brian Conrey, Michael O. Rubinstein, Nina C. Snaith
We investigate the moments of the derivative, on the unit circle, of characteristic polynomials of random unitary matrices and use this to formulate a conjecture for the moments of…
Random Matrix Theory and the Fourier Coefficients of Half-Integral Weight Forms
J. Brian Conrey, Jon P. Keating, Michael O. Rubinstein +1
Conjectured links between the distribution of values taken by the characteristic polynomials of random orthogonal matrices and that for certain families of L-functions at the centr…
Developments in Random Matrix Theory
N. C. Snaith, P. J. Forrester, J. J. M. Verbaarschot
In this preface to the Journal of Physics A, Special Edition on Random Matrix Theory, we give a review of the main historical developments of random matrix theory. A short summary…
Integral moments of L-functions
J. B. Conrey, D. W. Farmer, J. P. Keating +2
We give a new heuristic for all of the main terms in the integral moments of various families of primitive L-functions. The results agree with previous conjectures for the leading…
On the frequency of vanishing of quadratic twists of modular L-functions
J. Brian Conrey, Jonathan Keating, Michael Rubinstein +1
We present theoretical and numerical evidence for a random matrix theoretic approach to a conjecture about vanishings of quadratic twists of certain L-functions