D. Rudolph

发表

If a two-point extension of a Bernoulli shift has an ergodic square, then it is Bernoulli

D. Rudolph, 1978 .

Metrics and entropy for non-compact spaces

D. Rudolph, B. Kitchens, M. Handel, 1995 .

The conjugacy problem in ergodic theory

B. Weiss, D. Rudolph, M. Foreman, 2011 .

Fully generic sequences and a multiple-term return-times theorem

D. Rudolph, 1997 .

LOW COMPLEXITY ALPERN LEMMAS FOR R ACTIONS

D. Rudolph, 2012 .

Rectangular Tilings of ℝn and free ℝn-actions

D. Rudolph, 1988 .

An example of a measure preserving map with minimal self-joinings, and applications

D. Rudolph, 1979 .

Topological weak-mixing of interval exchange maps

D. Rudolph, A. Nogueira, 1997, Ergodic Theory and Dynamical Systems.

Entropy and mixing for amenable group actions.

B. Weiss, D. Rudolph, 2000, math/0005304.

Entropy and Dyadic Equivalence of Random Walks on a Random Scenery

D. Rudolph, C. Hoffman, D. Heicklen, 2000 .

ℤn and ℝn cocycle extensions and complementary algebras

D. Rudolph, 1986, Ergodic Theory and Dynamical Systems.

The second centralizer of a Bernoulli shift is just its powers

D. Rudolph, 1978 .

Convergence under ×q of ×p Invariant Measures on the Circle

Aimee S. A. Johnson, D. Rudolph, 1995 .

The automorphism group of a shift of finite type

Douglas Lind, Mike Boyle, D. Rudolph, 1988 .

Constructions of cocycles over irrational rotations

D. Rudolph, M. Lemanczyk, W. Bulatek, 1997 .

Any two irrational rotations are nearly continuously Kakutani equivalent

D. Rudolph, A. Dykstra, 2010 .

Any two irreducible Markov chains are finitarily orbit equivalent

D. Rudolph, M. Roychowdhury, 2009 .

Any two irreducible Markov chains of equal entropy are finitarily Kakutani equivalent

D. Rudolph, M. Roychowdhury, 2008 .

The Morse minimal system is finitarily Kakutani equivalent to the binary odometer

D. Rudolph, M. Roychowdhury, 2008 .

A two-valued step coding for ergodic flows

D. Rudolph, 1976 .

Sizes of Order Statistical Events of Stationary Processes

J. Steele, D. Rudolph, 1980 .

Entropy and mixing for amenable group actions.

B. Weiss, D. Rudolph, 2000, math/0005304.

Entropy pairs for a measure

D. Rudolph, A. Maass, F. Blanchard, 1995, Ergodic Theory and Dynamical Systems.

Informal research statement

D. Rudolph, 2012, Ergodic Theory and Dynamical Systems.

Conditional entropy theory in infinite measure and a question of Krengel

D. Rudolph, A. I. Danilenko, 2009 .

Non-Bernoulli systems with completely positive entropy

D. Rudolph, A. Dooley, S. Sinel'shchikov, 2008, Ergodic Theory and Dynamical Systems.

Pointwise and $L\sp 1$ mixing relative to a sub-sigma algebra

D. Rudolph, 2004 .

Restricted Orbit Equivalence for Actions of Discrete Amenable Groups

Janet Whalen Kammeyer, D. Rudolph, 2002 .

Minimal self-joinings for nonsingular transformations

Cesar E. Silva, D. Rudolph, 1989, Ergodic Theory and Dynamical Systems.

On the conjugacy relation in ergodic theory

B. Weiss, D. Rudolph, M. Foreman, 2006 .

Asymptotically Brownian skew products give non-loosely BernoulliK-automorphisms

D. Rudolph, 1988 .

An isomorphism theory for Bernoulli free Z-skew-compact group actions

D. Rudolph, 1983 .

Ergodic behaviour of Sullivan's geometric measure on a geometrically finite hyperbolic manifold

D. Rudolph, 1982, Ergodic Theory and Dynamical Systems.

The limits in $$\bar d$$ of multi-step Markov chainsof multi-step Markov chains

G. Schwarz, D. Rudolph, 1977 .

THE LIMITS IN d OF MULTI-STEP MARKOV CHAINS

G. Schwarz, D. Rudolph, 1977 .

On attainingđ-đ

G. Schwarz, D. Rudolph, 1976 .

Two nonisomorphicK-automorphisms with isomorphic squares

D. Rudolph, 1976 .

ON ATTAINING J

G. Schwarz, D. Rudolph, 1976 .

Linear and Projective Representations of Symmetric Groups

D. Rudolph, B. Fuglede, 2005 .

Affine extensions of a Bernoulli shift

D. Rudolph, C. Moore, J. Feldman, 1980 .

Uniform endomorphisms which are isomorphic to a Bernoulli shift

D. Rudolph, C. Hoffman, 2002, math/0411494.

Equivalence of measure preserving transformations

Benjamin Weiss, Daniel J. Rudolph, D. Ornstein, 1982 .

Classifying the isometric extensions of a Bernoulli shift

Daniel J. Rudolph, D. Rudolph, 1978 .

×2 and ×3 invariant measures and entropy

Daniel J. Rudolph, D. Rudolph, 1990, Ergodic Theory and Dynamical Systems.

Standardness of sequences of σ-fields given by certain endomorphisms

D. Rudolph, J. Feldman, 1998 .

Flow–orbit equivalence for minimal Cantor systems

D. Rudolph, N. Ormes, W. Kosek, 2008, Ergodic Theory and Dynamical Systems.

Ergodic transformations conjugate to their inverses by involutions

D. Rudolph, A. Junco, M. Lemanczyk, 1996, Ergodic Theory and Dynamical Systems.

Absolutely continuous cocycles over irrational rotations

D. Rudolph, M. Lemanczyk, A. Iwanik, 1993 .

On ergodic actions whose self-joinings are graphs

D. Rudolph, A. Junco, 1987, Ergodic Theory and Dynamical Systems.

Commuting endomorphisms of the circle

Aimee S. A. Johnson, D. Rudolph, 1992, Ergodic Theory and Dynamical Systems.

Almost block independence and bernoullicity of ℤd-actions by automorphisms of compact abelian groups

K. Schmidt, D. Rudolph, 1995 .

A class of real cocycles having an analytic coboundary modification

D. Rudolph, M. Lemanczyk, J. Kwiatkowski, 1994 .

If a finite extension of a Bernoulli shift has no finite rotation factors, it is Bernoulli

D. Rudolph, 1978 .

A joinings proof of Bourgain's return time theorem

D. Rudolph, 1994, Ergodic Theory and Dynamical Systems.

If the (T; Id) automorphism is Bernoulli then the (T; Id) endomorphism is standard

D. Rudolph, C. Hoffman, 2003 .

Wiener-Wintner return-times ergodic theorem

D. Rudolph, E. Lesigne, I. Assani, 1995 .

Weak isomorphism of measure-preserving diffeomorphisms

D. Rudolph, M. Lemanczyk, J. Kwiatkowski, 1992 .

A rank-one, rigid, simple, prime map

D. Rudolph, A. Junco, 1987, Ergodic Theory and Dynamical Systems.

A Characterization of Those Processes Finitarily Isomorphic to a Bernoulli Shift

D. Rudolph, 1981 .