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| Name: |
Professor M Pollicott |
| Organisation: |
University of Warwick |
| Department: |
Mathematics |
| Current EPSRC-Supported Research
Topics: |
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| Current EPSRC Support |
| EP/W033917/1 | Validated numerics for Iterated Function Schemes, Dynamical Systems and Random Walks | (P) |
| EP/V053663/1 | Transfer operators and emergent dynamics in hyperbolic systems | (P) |
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| Previous EPSRC Support |
| EP/T001674/1 | Dynamical zeta functions and resonances for infinite area surfaces | (P) |
| EP/M001903/1 | Applications of ergodic theory to geometry: Dynamical Zeta Functions and their applications | (P) |
| EP/K000799/1 | A transfer operator approach to Maass cusp forms and the Selberg zeta function | (P) |
| EP/J013560/1 | Thermodynamic formalism and flows on moduli space | (P) |
| EP/H022171/1 | Warwick Symposium on Ergodic Theory and Dynamical Systems (ETDS) 2010-2011 | (P) |
| EP/E020801/1 | Maximizing measures in hyperbolic dynamics | (P) |
| EP/E501966/1 | A Taught Course Centre for the Mathematical Sciences based at Oxford, Warwick, Imperial, Bath & Bristol | (P) |
| GR/T19117/01 | Pair correlations of length spectra, quantum chaos and thermodynamic formalism | (P) |
| GR/S50663/01 | Rigidity of orbit spectra for hyperbolic systems | (P) |
| GR/R40807/01 | Dynamics and Arithmetic | (P) |
| GR/M62747/01 | DYNAMICAL SYSTEMS | (C) |
| GR/M96452/01 | WORKSHOP ON ERGODIC THEORY OF ZD-ACTIONS | (C) |
| GR/M14265/01 | RANDOM WALKS ON CAYLEY GRAPHS | (P) |
| GR/L96394/01 | GEODESIC FLOWS: DECAY OF CORRELATIONS AND HOMOLOGY | (P) |
| GR/L48850/01 | DECAY OF CORRELATIONS FOR CHAOTIC FLOWS | (P) |
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Key: (P)=Principal Investigator, (C)=Co-Investigator, (R)=Researcher Co-Investigator
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