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Book: An Introduction to Infinite Ergodic theory.

JON AARONSON'S RECENT PREPRINTS

Some Older Papers.

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  • J. Aaronson, H. Nakada, O. Sarig, R. Solomyak Invariant measures and asymptotics for some skew products(as in Israel J. Math. 128 (2002), 93--134.)
  • Corrections to "Invariant measures and asymptotics for some skew products" (as in Israel J. Math.138 (2003), 377--379).
  • J. Aaronson, M. Denker Group extensions of Gibbs-Markov maps(as in PTRF, 123 (2002), 38--40)
  • J. Aaronson, O. Sarig, R. Solomyak Tail-invariant measures for some suspension semiflows(as in DCDS 8 (2002), 725--735)
  • J. Aaronson, H. Nakada Trimmed sums for non-negative, mixing stationary processes. (Replaces "Sums without Maxima") (as in SPA 104 (2003), 173--192)
  • J. Aaronson, B. Weiss On Herman's theorem for ergodic, amenable group extensions of endomorphisms (as in ETDS 24 (2004), 1283--1293)
  • Jon Aaronson, Manfred Denker, Omri Sarig, Roland Zweimueller Aperiodicity of cocycles and conditional local limit theorems (as in Stoch. Dyn. 4 (2004), 31--62)
  • Jon Aaronson, Hitoshi Nakada, Omri Sarig, Exchangeable measures for subshifts
  • Jon Aaronson, Max Thaler, Roland Zweimueller Occupation times of sets of infinite measure for ergodic transformations (as in ETDS 25 (2005), 959--976)
  • Jon Aaronson, Hitoshi Nakada, On the mixing coefficients of piecewise monotonic maps.
  • J. Aaronson, M. Lemanczyk, Exactness of Rokhlin endomorphisms and weak mixing of Poisson boundaries.
  • Jon Aaronson, Hitoshi Nakada, Exchangeable, Gibbs and equilibrium measures for Markov subshifts
  • Jon Aaronson, Tom Meyerovitch, Absolutely continuous, invariant measures for dissipative, ergodic transformations
  • Jon Aaronson, Kyewon Koh Park,Predictability, entropy and information of infinite transformations
  • Jon Aaronson, Relative Complexity of random walks in random sceneries
  • Jon Aaronson, Roland Zweimuller Limit theory for some positive, stationary processes
  • Jon Aaronson, Rational weak mixing in infinite measure spaces