Kyewon K. Park
Rank-one flows of transformations with infinite ergodic index.
Fri, 10/16/2009 - 17:25 — SomNambulAuthors: Alexandre I. Danilenko, Kyewon K. Park
Subjects: Dynamical Systems
AbstractA rank-one infinite measure preserving flow $T=(T_t)_{t\in\Bbb R}$ is
constructed such that for each $t\ne 0$, the Cartesian powers of the
transformation $T_t$ are all ergodic.Rank-one flows of transformations with infinite ergodic index.
Fri, 10/16/2009 - 17:25 — SomNambulAuthors: Alexandre I. Danilenko, Kyewon K. Park
Subjects: Dynamical Systems
AbstractA rank-one infinite measure preserving flow $T=(T_t)_{t\in\Bbb R}$ is
constructed such that for each $t\ne 0$, the Cartesian powers of the
transformation $T_t$ are all ergodic.
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