The Budapest - Wien Dynamics seminar
Events before September 2019
- 3 May 2019, Budapest University of Technology and Economics (local information here):
- Mike Todd (U of St.Andrews): Escape rates for multimodal maps with holes.
- Nandor Simanyi (Birmingham, AL): Asymptotic homotopic complexity of 2D dispersing billiards.
- Domokos Szasz (Budapest): Andras Kramli (1943-2019).
- 5 April 2019, University of Vienna:
- Abel Farkas (Renyi Institute): Interval projections of self-similar sets.
- Peter Balint (BME Budapest): Marked length spectrum and the geometry of open dispersing billiards.
- Maja Resman (U Zagreb): Formal classification of power-logarithmic germs and fractal approach.
- Abel Farkas (Renyi Institute): Interval projections of self-similar sets.
- 1 March 2019, Budapest University of Technology and Economics (local information here):
- Karoly Simon (BME Budapest): Hausdorff dimension for som non-Markovian repellers.
- Maik Gröger (U Vienna): Amorphic complexity, substitution subshifts and iterated function systems.
- Henk Bruin (U Vienna): Limit laws for almost Anosov flows.
- Karoly Simon (BME Budapest): Hausdorff dimension for som non-Markovian repellers.
- 25 January 2019, University of Vienna:
- Karoly Simon (BME Budapest): Hausdorff dimension of some non-conformal attractors.
- Sascha Troscheit (U Vienna): Self-conformal sets with positive Hausdorff measure.
- Benjamin Vejnar (Prague): Complexity of the homeomorphism relation between compact spaces.
- Karoly Simon (BME Budapest): Hausdorff dimension of some non-conformal attractors.
- 9 November 2018, Budapest University of Technology and Economics (local information here):
- Michal Rams (Impan Warsaw): Badly approximable numbers for irraional rotation.
- Feliks Przytycki (Impan Warsaw): Geometric coding trees for iterations of rational maps.
- Alejandro Kocsard (Univ Federal Fluminense): The Burnside problem for groups of diffeomorphisms.
- Michal Rams (Impan Warsaw): Badly approximable numbers for irraional rotation.
- 20 September 2018, University of Vienna:
- Dalia Terhesiu (Exeter): Mixing for some Z-extensions of suspension flows.
- Balazs Barany (Budapest): Dimension of planar self-affine measures with application to Birkhoff and Lyapunov spectra.
- Gabriel Fuhrmann (Imperial College): Unique ergodicity and zero entropy of irregular symbolic extensions of irrational rotations.
- Dalia Terhesiu (Exeter): Mixing for some Z-extensions of suspension flows.
- 27 April 2018, Budapest University of Technology and Economics (local information here):
- Karoly Simon (BME Budapest): Hausdorff dimnsion for triangular self-affine IFS.
- Alexey Korepanov (Exeter): Strength of strong approximation with a Brownian motion.
- Thomas Gilbert (Brussels): The stochastic Lotka-Volterra predator-prey model: it keeps cycling on!
- Karoly Simon (BME Budapest): Hausdorff dimnsion for triangular self-affine IFS.
- 2 March 2018, University of Vienna:
- Manos Zafeiropoulos (Graz): Inhomogeneous Diophantine Approximation on M_0 sets.
- Balazs Barany (Budapest): Almost multiplicativity of planar matrix cocycles and the difference between quasi-Bernoulli and Gibbs measures.
- Benoit Kloeckner (Paris Est): Optimal transportation, transfer operators and decay of correlations.
- Manos Zafeiropoulos (Graz): Inhomogeneous Diophantine Approximation on M_0 sets.
- 20 Dec 2017, Budapest University of Technology and Economics (local information here):
- https://math.bme.hu/~selley/indexeng.htmlFanni Selley (BME Budapest): Stability of the invariant distribution in infinite systems of coupled maps.
- Françoise Pène (Brest): Stochastic properties of the Z2 periodic Sinai billiard.
- Benoit Saussol (Brest): Spatio-temporal Poisson process for visits to small sets in hyperbolic dynamics.
- https://math.bme.hu/~selley/indexeng.htmlFanni Selley (BME Budapest): Stability of the invariant distribution in infinite systems of coupled maps.
- 20 Oct 2017, University of Vienna:
- Jun Luo (Chongqing University): Lipschitz equivalence of self-similar fractals.
- Michal Rams (Warsaw): Lyapunov spectra of matrix cocycles.
- Nandor Simanyi (Birmingham, AL): Noncommutative Rotation Vectors for Certain Cylindrical Billiards.
- Jun Luo (Chongqing University): Lipschitz equivalence of self-similar fractals.
- 30 June 2017, Budapest University of Technology and Economics (local information here):
- Peter Kevei (University od Szeged): On the tail of the solution of random fixed point equations.
- Henk Bruin (U Vienna): Regular variation for almost Anosov diffeomorphism.
- Mike Todd (U of St.Andrews): Analysis of a transient interval map.
- Peter Kevei (University od Szeged): On the tail of the solution of random fixed point equations.
- 28 April 2017, University of Vienna:
- Sonja Stimac (University of Zagreb): Lozi-like maps.
- Fanni Selley (BME Budapest): Coupled map systems with a continuum of sites.
- Stefano Marmi (SNS Pisa): Small divisors and interval exchange maps.
- Sonja Stimac (University of Zagreb): Lozi-like maps.
- 3 Mar 2017, Budapest University of Technology and Economics (local information here):
- Karoly Simon (BME Budapest): Singularity of self-similar measures.
- Thomas Jordan (Bristol): Self-affine sets and Assouad dimension.
- Vadim Kaloshin (Maryland & ETH): Birkhoff conjecture for convex planar billiards
and deformational spectral rigidity of planar domains.
- Karoly Simon (BME Budapest): Singularity of self-similar measures.
- 26 Jan 2017, University of Vienna:
- Jiri Cerny (U Vienna): Maximum of Branching Random Walk in Random Environment.
- Imre Peter Toth (Budapest): Rare interaction limit and the evolution of unstable
manifolds in a deterministic heat conduction model.
- Jiri Cerny (U Vienna): Maximum of Branching Random Walk in Random Environment.
- 9 Dec 2016, University of Vienna:
- Henk Bruin (U Vienna): Return time statistics: varying limits.
- Peter Balint (BME Budapest): Improved upper bound on the rate of mixing for the map of two falling balls.
- Henk Bruin (U Vienna): Return time statistics: varying limits.
- 28 Oct 2016, Budapest University of Technology and Economics:
- Karoly Simon (Budapest): Hausdorff dimension of certain self-affine attractors.
- Michal Rams (Warsaw): Inhomogneous Diophantine Approximations.
- Roland Zweimüller (Vienna): Poisson limits for rare events in probability preserving systems.
- Karoly Simon (Budapest): Hausdorff dimension of certain self-affine attractors.
- 8 Apr 2016, ESI Vienna, part of thematic programme
- Maciej Wojtkowski (Opole): Integrable and chaotic Gaussian thermostats on some homogeneous spaces.
- Jozef Bobok (Prague): (Quasi)similarity of polygonal billiards.
- Balazs Barany (Budapest): Ledrappier-Young formula and exact dimensionality of self-affine measures.
- Maciej Wojtkowski (Opole): Integrable and chaotic Gaussian thermostats on some homogeneous spaces.
- 26 Feb 2016, Budapest University of Technology and Economics:
- Zoltan Buczolich (Budapest): Convergence of ergodic averages for many group rotations.
- Henk Bruin (Vienna): Sharp mixing rates via inducing w.r.t. general return times.
- Zoltan Buczolich (Budapest): Convergence of ergodic averages for many group rotations.
- 4 Dec 2015, Budapest University of Technology and Economics:
- Alexey Korepanov (Warwick):
Linear response for intermittent maps with summable and nonsummable decay of correlations. - Roland Zweimüller (Vienna): Functional stable and related limit theorems for (some) dynamical systems.
- Imre Peter Toth (Budapest): Equidistribution for singular measures in planar dispersing billiard flows.
- Alexey Korepanov (Warwick):
- 2 Oct 2015, ESI Vienna, final day of workshop:
An afternoon of jolly good talks about this and that, plus an even better evening!
- Feliks Przytycki (IMPAN, Warsaw):
Geometric pressure in real and complex 1d dynamics via trees of pre-images and via spanning sets. - Fanni Selley (BME Budapest): Mean field coupling of identical expanding circle maps.
- Mariusz Urbanski (Univ of Texas at Denton): Random dynamics of transcendental meromorphic functions.
- Feliks Przytycki (IMPAN, Warsaw):
- 29 May 2015, University of Vienna:
- Andras Nemedy Varga (Budapest): The flow of two falling balls mixes rapidly.
- Simon Rechberger (Vienna): On the relation of return- and hitting time limits in infinite ergodic systems.
- Ian Morris (Surrey): The transfer operator for the binary Euclidean algorithm.
- Andras Nemedy Varga (Budapest): The flow of two falling balls mixes rapidly.
- 24 April 2015, Budapest University of Technology and Economics:
- Zemer Kosloff (Warwick): Conservative Anosov maps on the 2-torus without absolutely continuous invariant measures.
- Thomas Gilbert (Brussels): Multi-state Lévy walks to describe the kinetics of diffusive processes combining ballistic motion.
- Vadim Kaimanovich (Ottawa): Stopping times and Poisson boundaries.
- Zemer Kosloff (Warwick): Conservative Anosov maps on the 2-torus without absolutely continuous invariant measures.
- 27 March 2015, University of Vienna:
- Michael Tsiflakos (Vienna): N falling balls are globally ergodic.
- Lajos Vágó (Budapest): A parametrized family of refinement
equations and applications to projections of generalized fractal percolations. - Viviane Baladi (DMA ENS Paris): The spectrum of Sinai billiard flows.
- Michael Tsiflakos (Vienna): N falling balls are globally ergodic.
- 27 Feb 2015, Budapest University of Technology and Economics:
- Atahualpa S. Kraemer (Düsseldorf): On the free path lengths distribution for quasiperiodic Lorentz gases.
- Mike Todd (St Andrews): Dynamical systems with holes: slow mixing cases.
- Stefano Luzzatto (ICTP Trieste): SRB measures for partially hyperbolic systems whose central direction is weakly expanding.
- Atahualpa S. Kraemer (Düsseldorf): On the free path lengths distribution for quasiperiodic Lorentz gases.
- 12 Dec 2014, University of Vienna:
- Henk Bruin (Vienna): A renewal scheme for non-uniformly hyperbolic semiflows II.
On tail estimates of cropped transfer operators. - Istvan Berkes (Graz): Irrational rotations, GCD sums and the Khinchin conjecture.
- Benoit Saussol (Brest): Exponential law for random subshifts of finite type.
- Henk Bruin (Vienna): A renewal scheme for non-uniformly hyperbolic semiflows II.
- 14 Nov 2014, Budapest University of Technology and Economics:
- István Kolossváry (Budapest): On the local Hölder exponents of deRham-like fractal curves.
- Françoise Pène (Brest): Asymptotic poissonity of the number of visits to small balls.
- István Kolossváry (Budapest): On the local Hölder exponents of deRham-like fractal curves.
- 17 Oct 2014, University of Vienna:
- Pawel Pilarczyk (IST Austria): Perception of transitivity and mixing at finite resolutions.
- Dalia Terhesiu (Vienna): A renewal scheme for non-uniformly hyperbolic flows.
- Carl Dettmann (Bristol): Stickiness in mushroom billiards.
- Pawel Pilarczyk (IST Austria): Perception of transitivity and mixing at finite resolutions.
- 19 Sept 2014, Budapest University of Technology and Economics:
- Zsolt Pajor-Gyulai (Maryland): From averaging to homogenization in cellular flows- an exact description of the transition.
- Roland Zweimüller (Vienna): Return- and hitting-time limits for rare events in infinite measure preserving systems.
- Domokos Szasz & Peter Balint (Budapest): On the work of Nicolai Chernov.
- Zsolt Pajor-Gyulai (Maryland): From averaging to homogenization in cellular flows- an exact description of the transition.
- 13 June 2014, University of Vienna:
- Peyman Eslami (Rome): Decay of correlations for skew products with discontinuities.
- Mohammad Soufi (ICTP Trieste): Statistical stability for the geometric Lorenz attractor.
- Stefano Galatolo (Pisa): Rigorous computing of the invariant measure in Lorenz like systems.
- Peyman Eslami (Rome): Decay of correlations for skew products with discontinuities.
- 8 May 2014, Budapest University of Technology and Economics:
- Nandor Simanyi (Birmingham, AL): The Boltzmann-Sinai hypothesis: A mystery solved.
- Tamas Tel (Budapest): Absorbing billiards and other dynamical systems.
- Oscar Bandtlow (London): Hölder continuity of the topological entropy for expanding interval maps with holes.
- Nandor Simanyi (Birmingham, AL): The Boltzmann-Sinai hypothesis: A mystery solved.
- 7 March 2014, University of Vienna:
- Mikko Stenlund (Helsinki): Coupling for a random dynamical system.
- Damien Thomine (Rennes): Local time and first return time of periodic semi-flows.
- Domokos Szasz (Budapest): Local ergodicity - a survey.
- 31 Jan 2014, Budapest University of Technology and Economics:
- http://www.math.helsinki.fi/mathphys/mikko.htmlDalia Terhesiu (Vienna): Sharp mixing rates for some infinite measure preserving semiflows.
- András Némedy Varga (Budapest): High dimensional generalization of standard pairs and the coupling technique.
- http://www.math.helsinki.fi/mathphys/mikko.htmlDalia Terhesiu (Vienna): Sharp mixing rates for some infinite measure preserving semiflows.
13 Dec 2013, University of Vienna:
- http://www.math.helsinki.fi/mathphys/mikko.html Balázs Bárány (Budapest): On the dimension of the graph of the classical Weierstrass functions.
- Mathias Beiglböck (Vienna): The Ergodic Theorem, Optimal Transport, and Applications.
- http://www.math.helsinki.fi/mathphys/mikko.html Balázs Bárány (Budapest): On the dimension of the graph of the classical Weierstrass functions.
- 25 Oct 2013, Budapest University of Technology and Economics:
- Mikko Stenlund (Helsinki): An Adiabatic Dynamical System as a Stochastic Process.
- Oliver Butterley (Vienna): The Lorenz flow and some functional analysis.
- Mikko Stenlund (Helsinki): An Adiabatic Dynamical System as a Stochastic Process.
- 20 September 2013, University of Vienna:
- Karoly Simon (Budapest): Slices of generalized Sierpinski carpets.
- Tobias Jäger (Dresden): Minimal set of torus homeomorphisms.
- Evgeny Verbitskiy (Leiden): Expansivity and homoclinic points in algebraic dynamics.
- Karoly Simon (Budapest): Slices of generalized Sierpinski carpets.
- 24 May 2013, Budapest University of Technology and Economics:
- Mark Demers (Fairfield): Perturbations of dispersing billiards via spectral methods.
- Zoltan Buczolich (Budapest): Averages along the squares and related topics.
- Mark Demers (Fairfield): Perturbations of dispersing billiards via spectral methods.
- 12 April 2013, University of Vienna:
- Dalia Terhesiu (Rome): Mixing for some non-uniformly hyperbolic systems with infinite measure.
- Marta Tyran-Kaminska (Katowice): Continuous time random walks and limit theorems.
- Roland Zweimüller (Vienna): Stochastically stable globally coupled maps with bistable thermodynamic limit.
- Dalia Terhesiu (Rome): Mixing for some non-uniformly hyperbolic systems with infinite measure.
- 1 March 2013, Budapest University of Technology and Economics:
- Klaus Schmidt (Vienna): Entropy and periodic points for (commuting) group automorphisms.
- Peter Nandori (Budapest): Lorentz process with shrinking holes in a wall.
- Klaus Schmidt (Vienna): Entropy and periodic points for (commuting) group automorphisms.
- 25 Jan 2013, University of Vienna:
- Peter Balint (Budapest): Limit laws and convergence of moments for dispersing billiards with cusps.
- Carlangelo Liverani (Rome): Statistical properties of maps close to a trivial extension.
- Gerhard Keller (Erlangen): Stability index for chaotically driven concave maps.
- Peter Balint (Budapest): Limit laws and convergence of moments for dispersing billiards with cusps.
- 14 Dec 2012, Budapest University of Technology and Economics:
- Roland Zweimüller (Vienna): Dissipative dynamics as a tool for conservative systems.
- Imre Peter Toth (Budapest): Complexity of singularities and growth of unstable manifolds in planar dispersing billiards with corner points.
- Roland Zweimüller (Vienna): Dissipative dynamics as a tool for conservative systems.
- 23 Nov 2012, University of Vienna:
- Oliver Butterley (Vienna): Operator semigroups associated to continuous time dynamical systems.
- Peter Nandori (Budapest): On Dettmann's "horizon"-conjectures.
- Ian Melbourne (Warwick): Convergence of fast-slow ODEs and maps to stochastic differential equations with multiplicative noise.
- Oliver Butterley (Vienna): Operator semigroups associated to continuous time dynamical systems.
- 21 Sept 2012, Budapest University of Technology and Economics:
- Henk Bruin (Vienna): Thermodynamics for Lebesgue dissipative interval maps.
- Pablo Shmerkin (Surrey): Continuity of subadditive Pressure.
- Henk Bruin (Vienna): Thermodynamics for Lebesgue dissipative interval maps.