| David M. McClendon |
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I am a member of the Dynamical Systems group at Northwestern. I am particularly interested in ergodic theory and its connections with descriptive set theory and number theory. If you don't know what ergodic theory is, click here (if you know some math) or here (if you are not a mathematician). Click here for Steve Kalikow's book on ergodic theory [doc] I received my Ph.D. from the University of Maryland in May 2006. My Ph.D. thesis was supervised by Daniel J. Rudolph, Professor and Yates Chair at Colorado State University. I received my B.S. from the University of North Carolina at Chapel Hill in May 2000; I wrote a senior honors thesis in complex dynamics (studying the picture you see at the left) there under the direction of Professor Jane M. Hawkins. |
Professional documents
Curriculum Vitae [pdf]
Papers
These are arranged chronologically, the most recent being listed
first. All documents are in pdf format.
An Ambrose-Kakutani representation
theorem for countable-to-1 semiflows
preprint
Continuity of conditional
measures associated to measure-preserving semiflows
to appear, Transactions of the AMS 361 (2009), no. 1, 331-341.
Slides
All slides are in pdf format.
Slides from my talk at the Joint Meeting of the AMS and PTM in Warsaw in July 2007
Slides from my talk at the Maryland-Penn State Dynamical Systems Workshop at Maryland in March 2006
Slides from my talk at the CMS Winter Meeting in Victoria in December 2005
Slides from my talk at the Spotlight on Graduate Research Competition at Maryland in November 2005