Quantum Mechanics, Operator Theory and the Riemann Zeta function
2012, Jun 17 -- Jun 23
Organizers:
J.P. Keating (U. Bristol, UK)
J.C. Lagarias (U. Michigan, USA)
G. Sierra (CSIC-UAM, Spain)
| Registration | |
| Riemann and quantum | |
| M. Berry | |
| Statistics of zeros of zeta functions associated to polynomials over a finite field | |
| Z. Rudnick | |
| Towards a construction of the Riemann Hamiltonian | |
| M. Srednicki | |
| Finite Euler Products and the Riemann Hypothesis | |
| S. Gonek |
| Thoughts on the Riemann Hypothesis | |
| B. Conrey | |
| Hilbert Space of Entďre Functions, Operator Theory and The Riemann Zeta Function | |
| J. Lagarias | |
| The quantum Mellin transformation: a connection between the Riemann Zeta function and QM on the half-line | |
| J. Twamley | |
| Poisson-Newton formula | |
| R. Pérez-Marco | |
| Riemann Sketch Program | |
| Piano concert by the duo Iberian Klavier | |
| Riemann Sketch | |
| Iberian Klavier (M. Tévar and L. Sierra) |
| The arithmetic curve, Witt vectors, and zeta | |
| A. Connes | |
| The universal thickening of real and complex numbers: towards an archimedean analogue of Fontaine's theory | |
| C. Consani | |
| Zeta functions and toroidal automorphic forms | |
| G. Cornelissen | |
| Arithmetic of Calabi - Yan Manifolds | |
| X. de la Ossa | |
| Poster session | |
| Zeta function, Lattice points and energy of large atoms | |
| A. Cordoba | |
| Crossing probabilities, their densities, and modular forms | |
| P. Kleban | |
| Deformations of the Number-Theoretical Spin Chain | |
| A. Knauf | |
| Large values and Random Matrices | |
| G. Hiary | |
| Freezing and extreme values | |
| J.Keating |
| Exceptions and Number Theory | |
| B. L. Julia | |
| On some functions verifying a Riemann Hypothesis | |
| J-F. Burnol | |
| H=xy and beyond | |
| G.Sierra |