3 papers
math.DS2012
Nearly Continuous Even Kakutani Equivalence of Strongly Rank One Transformations
Daniel J Rudolph, Bethany D Springer
In ergodic theory, two systems are Kakutani equivalent if there exists a conjugacy between induced transformations. In Measured Topological Orbit and Kakutani Equivalence, del Junc…
math.DS2004
Uniform endomorphisms which are isomorphic to a Bernoulli shift
Christopher Hoffman, Daniel Rudolph
A {\it uniformly -to-one endomorphism} is a measure-preserving map with entropy log which is almost everywhere -to-one and for which the conditional expectation of each p…
math.DS2003
Applications of orbit equivalence to actions of discrete amenable groups
Daniel J. Rudolph
Since the work of Ornstein and Weiss in 1987 (J. Analyse Math. 48 (1987)) it has been understood that the natural category for classical ergodic theory would be probability measure…