4. Nonlinear Sciences
  5. Chaotic Dynamics

Péter Bálint

Nonlinear Sciences – Chaotic Dynamics

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Institute of Mathematics, Technical University of Budapest

Chaos and stability in a two-parameter family of convex billiard tables

Nonlinear Sciences – Chaotic Dynamics
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Decay of correlations and invariance principles for dispersing billiards with cusps, and related planar billiard flows

Mathematics – Dynamical Systems
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Ergodicity of two hard balls in integrable polygons

Mathematics – Dynamical Systems
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Limit theorems in the stadium billiard

Mathematics – Dynamical Systems
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On the zero mass limit of tagged particle diffusion in the 1-d Rayleigh-gas

Mathematics – Probability
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Profile ID: LFWR-SCP-P-148439

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