60 years of dynamics and number expansions
timetable:
Fri 14 Dec, 9:00 - 9:45, Aula Dini
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Ergodic theory of complex continued fraction maps
speaker: Hitoshi Nakada (Keio University)abstract: We discuss some ergodic properties of continued fraction maps introduced by A. and. J. Hurwitz, R.B. Lakein etc. All maps discussed here are sofic systems and it is easy to see that there exists an absolutely continuous invariant ergodic probability measure for each map. Main aim of this talk is that the construction of the natural extension of each map as a map on a set of geodesics on the 3-dimensional upper-half space.
timetable:
Fri 14 Dec, 9:00 - 9:45, Aula Dini
<< Go back