Recognition: unknown
Mixing property of triangular billiards
classification
chao-dyn
nlin.CD
keywords
billiardsirrationalmixingtriangularanglesentropyevidenceimportant
read the original abstract
We present numerical evidence which strongly suggests that irrational triangular billiards (all angles irrational with $\pi$) are mixing. Since these systems are known to have zero Kolmogorov-Sinai entropy, they may play an important role in understanding the statistical relaxation process.
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