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Participants in Advances in Ergodic Theory, Hyperbolic Dynamics & Statistical Laws

Participant
Institution
Talks
Assoc Prof Eduardo G. Altmann The University of Sydney Sampling Rare Trajectories in Chaotic System
Prof José F. Alves University of Porto Gibbs-Markov-Young structures for partially hyperbolic attractors
Mr Fadi Antown University of New South Wales Optimizing Linear Response for Discrete Time Homogeneous Markov Chains
Mx Sanjeeva Balasuriya The University of Adelaide Hyperbolic neighbourhoods in nonautonomous flows
Ms Chantelle Blachut The University of Queensland
Dr Alex Blumenthal University of Maryland College Park Lyapunov exponents for small random perturbations of predominantly hyperbolic two-dimensional volume-preserving diffeomorphisms, including the Standard Map
Prof Keith Burns Northwestern University The Weil Petersson geodesic flow
Mr Timothy Peter Bywaters The University of Sydney
Prof Vaughn Climenhaga University of Houston Specification and Markov properties in shift spaces
Dr Andrea Collevecchio Monash University
Dr Peter Cudmore The University of Melbourne Nonlinearly coupled oscillators.
Prof Michael Dellnitz University of Paderborn Glimpse of the Infinite - the Approximation of Invariant Sets for Delay and Partial Differential Equations
Prof Anthony Dooley University of Technology, Sydney Random Group Actions
Dr Davor Dragicevic University of New South Wales
Dr Nazife ERKURSUN OZCAN Hacettepe University
Prof MICHAEL JOHN FIELD Imperial College London
Prof Gary Froyland University of New South Wales
Prof Beniamin Goldys The University of Sydney Some ergodic problems for stochastic PDEs
Mr Sean Gomes Australian National University
Dr Cecilia Gonzalez-Tokman The University of Queensland
Prof Georg Gottwald The University of Sydney
Mr Richard Greenhalgh The University of Western Australia Using ergodic theory to prove some theorems about diophantine equations
Dr Andy Hammerlindl Monash University
Prof Andrew Hassell Australian National University Dynamical systems theory applied to eigenfunction estimates
Dr Stefanie Hittmeyer The University of Auckland The geometry of blenders in a three-dimensional H\'enon-like family
Mr Kieran Jarrett University of Bath Non-singular group actions: the ergodic theorem and the critical dimension
Dr Charlene Kalle University of Leiden Matching for generalised beta-transformations
Dr David Kelly New York University Ergodic theory in data assimilation
Dr Robert Kenny The University of Western Australia
Mr Alexander Khor The University of Western Australia
Dr Péter Koltai Freie Universiteit Berlin Spatio-temporal computational methods for coherent sets
Prof Bernd Krauskopf University of Auckland Slow-fast dynamics: interacting manifolds and mixed-mode oscillations
Mr Eric Kwok University of New South Wales TBA
Prof François Ledrappier Université Paris 6 Local Limit Theorem in negative curvature
Prof Carlangelo Liverani Hyperbolic billiards
Mr Michael Arthur Mampusti University of Wollongong Fractal trees and the geometry of substitution tilings
Dr Gemma Mason The University of Auckland
Ms Fakhereh Mohammad esmaeili fakhereh University of Hyderabad
Mr Jack Murdoch Moore The University of Western Australia
Dr Rua Murray University of Canterbury
Prof Matthew James Nicol University of Houston
Mr adam nie Australian National University
Mr Daniel Nix Australian National University
Prof Hinke Osinga The University of Auckland Intrinsic excitability and the role of saddle slow manifolds
Dr Maria Jose Pacifico Universidade Federal do Rio de Janeiro Lagrange and Markov dynamical spectra of Lorenz-like attractors
Prof Jayantha Pasdunkorale Arachchige University of Ruhuna
Prof Francoise Pene Université de Bretagne Occidentale Quantitative recurrence for slowly mixing hyperbolic systems
Dr Richard Mark Pennifold Department of Defence
Prof Mark Pollicott University of Warwick Rigorous estimates for the Lanford map
Prof Kavita Ramanan Brown University
Prof Isabel Rios Universidade Federal Fluminense Decreasing entropy in the destruction of horseshoes via internal tangencies
Dr Tanja Schindler Australian National University Generalized strong law for intermediately trimmed Birkhoff sums
Dr Simone Vasconcelos Silva Universidade de Brasília Diffusive - Ballistic phase transition in a Randon Polymer model
Prof Aidan Sims University of Wollongong Equilibrium states on noncommutative solenoids
Prof Luchezar Stoyanov The University of Western Australia
Dr Melissa Tacy The University of Auckland
Dr Ilknur Tulunay UNSW,UTS,ACU
Prof Amie Wilkinson University of Chicago
Ms C Wormell The University of Sydney Fast and accurate approximation techniques for intermittent maps
Dr Jeroen Wouters The University of Sydney Beyond the limit of infinite time-scale separation: Edgeworth approximations and homogenisation
Dr Kenichiro Yamamoto Nagaoka University of Technology Large deviations beyond specification