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Workshop Programme

for period 29 Mar-8 Apr

Recent Perspectives in Random Matrix Theory and Number Theory

29 Mar-8 Apr

Timetable

Monday 29 March
Session: Recent Perspectives in Random Matrix Theory and Number Theory
10:00-11:00 Heath-Brown, R (Oxford) RMA
  Prime number theory & the Riemann zeta-function I Sem 1
11:30-12:30 Fyodorov, Y (Brunel) RMA
  Gaussian ensembles of random matrices I Sem 1
14:00-15:00 Heath-Brown, R (Oxford) RMA
  Prime number theory \& the Riemann zeta-function II Sem 1
15:30-16:30 Fyodorov, Y (Brunel) RMA
  Gaussian ensembles of random matrices II Sem 1
16:30-17:30 Michel, P (Montpellier II) RMA
  Artin L-functions Sem 1
Tuesday 30 March
09:00-10:00 Heath-Brown, R (Oxford) RMA
  Prime number theory & the Riemann zeta-function III Sem 1
10:00-11:00 Michel, P (Montpellier II) RMA
  Elliptic curves Sem 1
11:30-12:30 Fyodorov, Y (Brunel) RMA
  Gaussian ensembles of random matrices III Sem 1
14:30-15:30 Heath-Brown, R (Oxford) RMA
  Prime number theory & the Riemann zeta-function IV Sem 1
16:00-17:00 Fyodorov, Y (Brunel) RMA
  Gaussian ensembles of random matrices IV Sem 1
17:00-18:00 Goldston, DA (San Jose State) RMA
  Pair correlation of zeros of the Riemann zeta-function and prime numbers I Sem 1
Wednesday 31 March
09:00-10:00 Goldston, DA (San Jose State) RMA
  Pair correlation of zeros of the Riemann zeta-function and prime numbers II Sem 1
10:00-11:00 Bogomolny, EB (Paris Sud) RMA
  Heuristic derivation of the n-point correlation function for the Riemann zeros I Sem 1
11:30-12:30 Michel, P (Montpellier II) RMA
  Modular forms Sem 1
Thursday 01 April
09:00-10:00 Heath-Brown, R (Oxford) RMA
  Prime number theory \& the Riemann zeta-function V Sem 1
10:00-11:00 Goldston, DA (San Jose State) RMA
  Pair correlation of zeros of the Riemann zeta-function and prime numbers III Sem 1
11:30-12:30 Fyodorov, Y (Brunel) RMA
  Gaussian ensembles of random matrices V Sem 1
14:00-15:00 Bogomolny, EB (Paris Sud) RMA
  Heuristic derivation of the n-point correlation function for the Riemann zeros II Sem 1
15:30-16:30 Goldston, DA (San Jose State) RMA
  Pair correlation of zeros of the Riemann zeta-function and prime numbers IV Sem 1
16:30-17:30 Michel, P (Montpellier II) RMA
  L-functions over functions fields Sem 1
Friday 02 April
09:00-10:00 Fyodorov, Y (Brunel) RMA
  Gaussian ensembles of random matrices VI Sem 1
10:00-11:00 Heath-Brown, R (Oxford) RMA
  Prime number theory \& the Riemann zeta-function VI Sem 1
11:30-12:30 Bogomolny, EB (Paris Sud) RMA
  Heuristic derivation of the n-point correlation function for the Riemann zeros III Sem 1
14:00-15:00 Bohigas, OG (Paris Sud) RMA
  Compund nucleus resonances, random matrices, quantum chaos Sem 1
15:30-16:30 Berry, MV (Bristol) RMA
  Quantum chaology and zeta Sem 1
Saturday 03 April
10:00-11:00 Gonek, S (Rochester) RMA
  Mean values \& zeros of the zeta function Fletcher Moulton Room, Wolfson Court Sem 1
11:30-12:30 Basor, E (California Polytechnic State) RMA
  Toeplitz determinants \& connections to random matrices I Fletcher Moulton Room. Wolfson Court Sem 1
13:30-14:30 Forrester, P (Melbourne) RMA
  Spacing distributions for random matrix ensembles I Fletcher Moulton Room, Wolfson Court Sem 1
Monday 05 April
09:00-10:00 Keating, JP (Bristol) RMA
  RMT moment calculations I Sem 1
10:00-11:00 Conrey, B (AIM) RMA
  Statistics of low-lying zeros of L-function and random matrix theory I Sem 1
11:30-12:30 Farmer, DW (AIM) RMA
  Low moments of the Riemann zeta function Sem 1
14:00-15:00 Keating, JP (Bristol) RMA
  RMT moment calculations II Sem 1
15:30-16:30 Hughes, C (AIM) RMA
  Derivatives of the Riemann zeta function Sem 1
16:30-17:30 Rubinstein, M (Waterloo, Canada) RMA
  Computational methods for L-functions I Sem 1
Tuesday 06 April
09:00-10:00 Basor, E (California Poltechnic State) RMA
  Toeplitz determinants \& connections to random matrices II Sem 1
10:00-11:00 Forrester, P (Melbourne) RMA
  Spacing distributions for random matrix ensembles II Sem 1
11:30-12:30 Conrey, B (AIM) RMA
  Statistics of low-lying zeros of L-function and random matrix theory II Sem 1
14:00-15:00 Rubinstein, M (Waterloo, Canada) RMA
  Computational methods for L-functions II Sem 1
15:30-16:30 Conrey, B (AIM) RMA
  Statistics of low-lying zeros of L-function and random matrix theory III Sem 1
16:30-17:30 Basor, E (California Polytechnic State) RMA
  Toeplitz determinants \& connections to random matrices III Sem 1
Wednesday 07 April
09:00-10:00 Gonek, S (Rochester) RMA
  Mean values of Dirichlet polynomials \& applications Sem 1
10:00-11:00 Conrey, B (AIM) RMA
  Statistics of low-lying zeros of L-function and random matrix theory IV Sem 1
11:30-12:30 Rubinstein, M (Waterloo, Canada) RMA
  Computational methods for L-functions III Sem 1
14:00-15:00 Hughes, C (AIM) RMA
  A new model for the Riemann zeta function Sem 1
15:30-16:30 Forrester, P (Melbourne) RMA
  Spacing distributions for random matrix ensembles III Sem 1
Thursday 08 April
09:00-10:00 Hughes, C (AIM) RMA
  Mock-Gaussian behaviour Sem 1
10:00-11:00 Farmer, DW (AIM) RMA
  Families \& conjectures for moments of L-functions Sem 1
11:30-12:30 Keating, JP (Bristol) RMA
  RMT moment calculations III Sem 1
Other Seminars
Seminars in the University
National and International Scientific Research Meetings

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