Every finite horizon Sinai billiard map has a unique measure of maximal entropy, obtained as the product of the Hausdorff measures on its one-sided subshifts.
54, Cambridge University Press, Cambridge, 1995, With a supplementary chapter by Katok and Leonardo Mendoza
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Every finite horizon Sinai billiard map has a unique measure of maximal entropy
Every finite horizon Sinai billiard map has a unique measure of maximal entropy, obtained as the product of the Hausdorff measures on its one-sided subshifts.