Nonlinear Sciences – Chaotic Dynamics
Scientist
Nonlinear Sciences
Chaotic Dynamics
Scientist
KTH, Stockholm
Royal Institute of Technology, Stockholm
Approximate zeta functions for the Sinai billiard and related systems
Computing the diffusion coefficient for intermittent maps: Resummation of stability ordered cycle expansions
Decay of correlations, Lyapunov exponents and anomalous diffusion in the Sinai billiard
Do zeta functions for intermittent maps have branch points?
Error of semiclassical eigenvalues in the semiclassical limit - An asymptotic analysis of the Sinai billiard
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