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Metrical properties of typical homeomorphisms of Cantor setsдоклад на конференции
- Автор: Ageev O.N.
- Международная Конференция : The Sixth International Conference on Differential and Functional Differential Equations Moscow, Russia, August 14–21, 2011.
- Даты проведения конференции: 2011
- Дата доклада: 16 августа 2011
- Тип доклада: Приглашенный
- Докладчик: Ageev O.N.
- Место проведения: Moscow, Steklov Math. Institute, Russia
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Аннотация доклада:
Each homeomorphism of the Cantor set K has at least one invariant probability measure, creating a measure-theoretical dynamical system.By fixing some measure, we get a subset of measure-preserving homeomorphisms, forming a Polish space in certain induced topology. We give the complete metrical and some topological descriptions of typical
- Добавил в систему: Агеев Олег Николаевич