For more information about this meeting, contact Anatole Katok, Mari Royer, Yakov Pesin, Dmitri Burago.
| Title: | Homeomorphic Bernoulli Trial Measures and Ergodic Theory |
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| Seminar: | Center for Dynamics and Geometry Seminar |
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| Speaker: | Dan Mauldin, University of North Texas |
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| Abstract: |
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| We discuss the problem of determining when one Bernoulli trial
measure generated by infinitely many independent Bernoulli trials each
with success probability r is a homeomorphic image of another with
probability of success s. We also discuss the conjecture that if r the
probability of success is a certain sort of algebraic number then, there
is a homeomorphism preserving the Bernoulli trial measure and having
exactly k ergodic measures, all of them Bernoulli trial measures
corresponding to the algebraic conjugates of r. |
Room Reservation Information
| Room Number: | MB106 |
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| Date: | 02 / 24 / 2010 |
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| Time: | 03:30pm - 05:30pm |
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