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East Midlands Mathematical Physics Seminars: 2009-2010

 

Centre for Nonlinear Mathematics and Applications

3rd September 2010 (Leicester)

Models in Population Dynamics and Ecology

F. Bartumeus (Princeton) SEARCH RESEARCH: new insights on Lévy walks as stochastic search strategies
P. Nouvellet (Sussex) Fundamental insights into the random movement of animals from a single distance-related statistic
A. Knell Classifying animal movement behaviour in a patchy environment
J. Pitchford (York) How to cheat in a triathalon
B. McClintock General animal movement and migration models using multi-state random walks
J.M. Morales (Universidad Nacional del Comahue) Linking animal movement to plant population dynamics
The East Midlands Mathematical Physics seminar was part of a larger three-day workshop. Visit the website for the meeting here.


26th May 2010 (Loughborough)

Physics on curved spaces

Norbert Peyerimhoff (Durham) Some global geometric and spectral results for non-positively curved planar graphsAlexander Strohmaier (Loughborough) Scattering theory and cohomology
Henrik Ueberschär (Bristol) Quantum Unique Ergodicity for point-scatterers on hyperbolic surfaces

10th March 2010 (Nottingham)

Quantum Stochastics and Information

Samuel Braunstein (York) Black holes as ciphers of hidden information
Adam Harrow (Bristol) Representation theory, entanglement spread and channel simulation
David Gross (Hannover) Reconstructing low-rank matrices from tomographically incomplete data
Koenraad Audenaert (Royal Holloway) Asymptotic error rates in symmetric quantum multi-hypothesis testing
John Gough (Aberystwyth) Quantum Feedback Networks
Jonathan Oppenheim (Cambridge) If Quantum Mechanics were more non-local it would violate the uncertainty principle
For a detailed schedule, click here.


2nd December 2009 (Loughborough)

Dynamical Systems

Mark Pollicott (Warwick) The Hannay-Ozorio de Almeida sum formula
Charles Walkden (Manchester) Some remarks on random perturbations of invariant graphs
Anish Ghosh (UEA) Spectral Gap for actions of Lie groups and applications to number theory
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