Un théorème de Kerckhoff, Masur et Smillie : Unique ergodicité sur les surfaces platesReport as inadecuate



 Un théorème de Kerckhoff, Masur et Smillie : Unique ergodicité sur les surfaces plates


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This article is based on the lectures given at the ``Ecole thematique de theorie ergodique-, at the C.I.R.M. in Marseille, in April 2006. We give a complete proof of a theorem of Kerckhoff, Masur and Smillie on the unique ergodicity of the directional flow on a translation surface in almost every direction. The proof follows the one presented in the survey of Masur and Tabachnikov.



Author: Sebastien Gouezel; Erwan Lanneau

Source: https://archive.org/







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