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# Professor Jon Keating

## Latest publications

- Keating, J & Bailey, E, 2019, ‘On the Moments of the Moments of the Characteristic Polynomials of Random Unitary Matrices’.
*Communications in Mathematical Physics*. - Conrey, B & Keating, J, 2019, ‘Moments of zeta and correlations of divisor-sums: V’.
*Proceedings of the London Mathematical Society*, vol 118., pp. 729-752 - Hall, C, Keating, J & Roditty-Gershon, EA, 2018, ‘Variance of sums in arithmetic progressions of arithmetic functions associated with higher degree
*0*-functions in F_{q}[*t*]’.*Algebra and Number Theory*. - Fyodorov, YV, Gnutzmann, S & Keating, JP, 2018, ‘Extreme values of CUE characteristic polynomials: A numerical study’.
*Journal of Physics A: Mathematical and Theoretical*, vol 51. - Keating, J, Rodgers, B, Roditty-Gershon, EA & Rudnick, Z, 2018, ‘Sums of divisor functions in
**F**_{q}[*t*] and matrix integrals’.*Mathematische Zeitschrift*, vol 1-2., pp. 167-198 - Andrade, JC, Gonek, SM & Keating, J, 2018, ‘Truncated Product Representations for L-Functions in the Hyperelliptic Ensemble’.
*Mathematika*, vol 64., pp. 137-158 - Conrey, B & Keating, JP, 2017, ‘Averages of ratios of the Riemann zeta-function and correlations of divisor sums’.
*Nonlinearity*, vol 30., pp. R67-R80 - Keating, J, 2017, ‘Random matrices and number theory: some recent themes’. in:
*Stochastic Processes and Random Matrices: Lecture Notes of the Les Houches Summer School: Volume 104, July 2015*. - Keating, JP & Rudnick, Z, 2016, ‘Squarefree polynomials and möbius values in short intervals and arithmetic progressions’.
*Algebra and Number Theory*, vol 10., pp. 375-420 - Bui, HM, Keating, JP & Smith, DJ, 2016, ‘On the variance of sums of arithmetic functions over primes in short intervals and pair correlation for L-functions in the Selberg class’.
*Journal of the London Mathematical Society*, vol 94., pp. 161-185

View complete publications list in the University of Bristol publications system