B. Weiss

发表

The isomorphism problem in ergodic theory

B. Weiss, 1972 .

Normal numbers and selection rules

T. Kamae, B. Weiss, 1975 .

Sensitive dependence on initial conditions

B. Weiss, E. Glasner, 1993 .

Strong laws for L- and U-statistics

B. Weiss, T. Hill, R. Burton, 1996 .

Subshifts of finite type and sofic systems

B. Weiss, 1973 .

The Shannon-McMillan-Breiman theorem for a class of amenable groups

D. Ornstein, B. Weiss, 1983 .

A simple proof of some ergodic theorems

Y. Katznelson, B. Weiss, 1982 .

Mean topological dimension

Benjamin Weiss, Elon Lindenstrauss, B. Weiss, 2000 .

Quasifactors of ergodic systems with positive entropy

B. Weiss, E. Glasner, 2003 .

The conjugacy problem in ergodic theory

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

Ergodic Theory and Configurations in Sets of Positive Density

B. Weiss, H. Furstenberg, Y. Katznelson, 1990 .

Evolutionarily Stable Strategies of Random Games, and the Vertices of Random Polygons

Sergiu Hart, Yosef Rinott, Benjamin Weiss, 2008, 0801.3353.

The Multifarious Poincaré Recurrence Theorem

Alain Louveau, Vitaly Bergelson, Alexander S. Kechris, 2000 .

Equivalence of topological Markov shifts

Benjamin Weiss, L. Wayne Goodwyn, Roy L. Adler, 1977 .

Remarks on the tightness of cocycles

B. Weiss, J. Aaronson, 2000 .

On universal estimates for binary renewal processes

B. Weiss, G. Morvai, 2008, 0811.2076.

Some remarks on filtering and prediction of stationary processes

B. Weiss, 2005 .

Entropy and mixing for amenable group actions.

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

Nonparametric sequential prediction for stationary processes

B. Weiss, G. Morvai, 2011, 1104.1555.

On the construction of minimal skew products

B. Weiss, S. Glasner, B. Weiss, 1979 .

Chapter 10 – On the Interplay between Measurable and Topological Dynamics

B. Weiss, E. Glasner, B. Weiss, 2004, math/0408328.

On the disjointness property of groups and a conjecture of Furstenberg

B. Weiss, E. Glasner, 2018, 1807.08493.

The construction of quasi-invariant measures

Y. Katznelson, B. Weiss, 1972 .

The automorphism group of the Gaussian measure cannot act pointwise

B. Weiss, E. Glasner, B. Tsirelson, 2003, math/0311450.

Weak mixing properties for non-singular actions

B. Weiss, E. Glasner, 2013, Ergodic Theory and Dynamical Systems.

Every Countable Group has the Weak Rohlin Property

B. Weiss, E. Glasner, J. Thouvenot, 2006 .

NORMALITY PRESERVING OPERATIONS FOR CANTOR SERIES EXPANSIONS AND ASSOCIATED FRACTALS, I

T. Kamae, B. Weiss, W., 2016 .

When all points are generic for ergodic measures

B. Weiss, T. Downarowicz, 2021, Bulletin of the Polish Academy of Sciences Mathematics.

Entropy and actions of sofic groups

B. Weiss, 2015 .

G-continuous functions and whirly actions

B. Weiss, E. Glasner, 2004, math/0405352.

Entropy and isomorphism theorems for actions of amenable groups

Benjamin Weiss, D. Ornstein, B. Weiss, 1987 .

Topological dynamics and combinatorial number theory

Benjamin Weiss, Harry Furstenberg, H. Furstenberg, 1978 .

Geodesic flows are Bernoullian

Benjamin Weiss, D. Ornstein, B. Weiss, 1973 .

On the Bernoulli nature of systems with some hyperbolic structure

D. Ornstein, B. Weiss, 1998, Ergodic Theory and Dynamical Systems.

Statistical properties of chaotic systems

D. Ornstein, B. Weiss, D. S. Ornstein, 1991 .

Entropy, a complete metric invariant for automorphisms of the torus.

R. Adler, B. Weiss, R L Adler, 1967, Proceedings of the National Academy of Sciences of the United States of America.

Quasi-factors of zero-entropy systems

Benjamin Weiss, Eli Glasner, B. Weiss, 1995 .

Entropy and mixing for amenable group actions.

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

Strictly ergodic, uniform positive entropy models

B. Weiss, E. Glasner, 1994 .

An ergodic system is dominant exactly when it has positive entropy

Benjamin Weiss, Eli Glasner, Tim Austin, 2021, Ergodic Theory and Dynamical Systems.

Relative weak mixing is generic

B. Weiss, E. Glasner, 2018, Science China Mathematics.

Relative weak mixing is generic

B. Weiss, E. Glasner, 2017, Science China Mathematics.

Generating partitions for random transformations

B. Weiss, Y. Kifer, 2002, Ergodic Theory and Dynamical Systems.

Entropy theory without a past

B. Weiss, E. Glasner, J. Thouvenot, 2000, Ergodic Theory and Dynamical Systems.

An amenable equivalence relation is generated by a single transformation

Benjamin Weiss, Alain Connes, B. Weiss, 1981, Ergodic Theory and Dynamical Systems.

Ergodic theory of amenable group actions. I: The Rohlin lemma

Benjamin Weiss, D. Ornstein, B. Weiss, 1980 .

Estimating the residual waiting time for binary stationary time series

Benjamin Weiss, Gusztáv Morvai, B. Weiss, 2009, 2009 IEEE Information Theory Workshop on Networking and Information Theory.

On universal algorithms for classifying and predicting stationary processes

Gusztáv Morvai, Benjamin Weiss, B. Weiss, 2021 .

Estimating the conditional expectations for continuous time stationary processes

Gusztáv Morvai, Benjamin Weiss, B. Weiss, 2020, Kybernetika.

On Sequential Estimation and Prediction for Discrete Time Series pdf

Benjamin Weiss, Gusztáv Morvai, B. Weiss, 2007, ArXiv.

Forward estimation for ergodic time series pdf

Benjamin Weiss, Gusztáv Morvai, B. Weiss, 2005, ArXiv.

Consistency, integrability and asymptotic normality for some intermittent estimators

B. Weiss, G. Morvai, 2021 .

A topological lens for a measure-preserving system

B. Weiss, E. Glasner, M. Lemanczyk, 2009, Ergodic Theory and Dynamical Systems.

Intermittent estimation of stationary time series

Benjamin Weiss, Gusztáv Morvai, B. Weiss, 2004, ArXiv.

Forecasting for Stationary Binary Time Series

Benjamin Weiss, Gusztáv Morvai, B. Weiss, 2003, ArXiv.

On the conjugacy relation in ergodic theory

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

How Sampling Reveals a Process

Benjamin Weiss, D. Ornstein, B. Weiss, 1990 .

Unilateral codings of Bernoulli systems

D. Ornstein, B. Weiss, 1975 .

UNILATERAL CODINGS OF

D. Ornstein, B. Weiss, 1975 .

Finitely determined implies very weak Bernoulli

Benjamin Weiss, D. Ornstein, B. Weiss, 1974 .

Entropy and data compression schemes

Benjamin Weiss, Donald S. Ornstein, D. Ornstein, 1993, IEEE Trans. Inf. Theory.

A note on the Rényi criterion for Poisson processes and their identification

B. Weiss, G. Morvai, 2022, Latin American Journal of Probability and Mathematical Statistics.

Splitting behavior of Sn-polynomials

B. Weiss, J. Lagarias, 2014, 1408.6251.

Kazhdan's Property T and the Geometry of the Collection of Invariant Measures

B. Weiss, E. Glasner, 1997 .

Benjamin Weiss, Roy L. Adler, R. Adler, 1970 .

Topological transitivity and ergodic measures

Benjamin Weiss, B. Weiss, 1971, Mathematical systems theory.

Descriptive Set Theory and Dynamical Systems: A Descriptive View of Ergodic Theory

B. Weiss, A. Kechris, M. Foreman, 2000 .

Ergodic Theory and its Connections with Harmonic Analysis: Topological entropy of extensions

B. Weiss, E. Glasner, 1995 .

On recurrence in zero dimensional flows

B. Weiss, E. Glasner, J. Auslander, 2007 .

Measure preserving diffeomorphisms of the torus are unclassifiable

Matthew Foreman, Benjamin Weiss, B. Weiss, 2017, Journal of the European Mathematical Society.

An anti-classification theorem for ergodic measure preserving transformations

B. Weiss, M. Foreman, 2004 .

SOFIC GROUPS AND DYNAMICAL SYSTEMS

Benjamin Weiss, B. Weiss, 2000 .

Topological groups with Rokhlin properties

Benjamin Weiss, Eli Glasner, B. Weiss, 2008 .

Generically there is but one self homeomorphism of the Cantor set

B. Weiss, E. Akin, E. Glasner, 2006, math/0603538.

The topological Rohlin property and topological entropy

Benjamin Weiss, Eli Glasner, B. Weiss, 2001 .

Equivalence of measure preserving transformations

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

WEAK ORBIT EQUIVALENCE OF CANTOR MINIMAL SYSTEMS

Benjamin Weiss, Eli Glasner, B. Weiss, 1995 .

Measurable recurrence and quasi-invariant measures

S. Shelah, B. Weiss, 1982 .

Strictly ergodic models for dynamical systems

B. Weiss, 1985 .

Topics in Dynamics and Ergodic Theory: Actions of amenable groups

B. Weiss, 2003 .

Cutting and stacking, interval exchanges and geometric models

D. Ornstein, B. Weiss, P. Arnoux, 1985 .

Entropy theorems along times when $x$ visits a set

B. Weiss, T. Downarowicz, 2004 .

Affinely prime dynamical systems

B. Weiss, E. Glasner, H. Furstenberg, 2017, Chinese Annals of Mathematics, Series B.

Affinely prime dynamical systems

B. Weiss, E. Glasner, H. Furstenberg, 2015, 1512.05087.

THE UNIVERSAL MINIMAL SYSTEM FOR THE GROUP OF HOMEOMORPHISMS OF THE CANTOR SET

B. Weiss, E. Glasner, 2003 .

Rank-one transformations, odometers, and finite factors

Cesar E. Silva, B. Weiss, M. Foreman, 2019, Israel Journal of Mathematics.

Spectra of stationary processes on Z

B. Weiss, M. Sodin, A. Borichev, 2017, 1701.03407.

Markov Processes and Ramsey Theory for Trees

Benjamin Weiss, Hillel Furstenberg, B. Weiss, 2003, Combinatorics, Probability and Computing.

BOREL AUTOMORPHISMS WITH NO FINITE INVARIANT MEASURE

B. Weiss, A. Hajian, S. Eigen, 1998 .

Mixing properties of Markov operators and ergodic transformations, and ergodicity of cartesian products

B. Weiss, J. Aaronson, Michael Lin, 1979 .

Symmetric Birkhoff sums in infinite ergodic theory

B. Weiss, J. Aaronson, Z. Kosloff, 2013, 1307.7490.

Uniformly recurrent subgroups

B. Weiss, E. Glasner, 2014, 1402.5028.

Groups of measure preserving transformations

B. Weiss, 1973 .

A Mean Ergodic Theorem for 1/NΣNn=1f(Tnx)g(Tn2x)

B. Weiss, H. Furstenberg, 1996 .

Universal redundancy rates for the class of B-processes do not exist

Paul C. Shields, Benjamin Weiss, B. Weiss, 1995, IEEE Trans. Inf. Theory.

A SIMPLE PROOF OF

Benjamin Weiss, Yitzhak Katznelson, Y. Katznelson, 1982 .

Bernoulli actions are weakly contained in any free action

Miklós Abért, B. Weiss, M. Abért, 2011, Ergodic Theory and Dynamical Systems.

Bernoulli disjointness

B. Weiss, E. Glasner, T. Tsankov, 2019, Duke Mathematical Journal.

Predictive sets

B. Weiss, Nishant Chandgotia, 2019, Stochastics and Dynamics.

Decay and growth for a nonlinear parabolic difference equation

Sergiu Hart, Benjamin Weiss, S. Hart, 2005 .

LOCALLY EQUICONTINUOUS DYNAMICAL SYSTEMS

B. Weiss, E. Glasner, 2000 .

On convex power series of a conservative Markov operator

B. Weiss, S. Foguel, 1973 .

When All Points are Recurrent/Generic

Benjamin Weiss, Yitzhak Katznelson, Y. Katznelson, 1981 .

Probabilistic Galois Theory over $P$-adic Fields

B. Weiss, 2013, 1409.0555.

Galois Groups of p-Adic Polynomials of Fixed Degree

B. Weiss, 2010 .

Rigid topologies on groups

B. Weiss, E. Glasner, 2022, 2212.12879.

The finite multipliers of infinite ergodic transformations

B. Weiss, H. Furstenberg, 1978 .

A symbolic representation for Anosov–Katok systems

B. Weiss, M. Foreman, 2019, Journal d'Analyse Mathématique.

From odometers to circular systems: A global structure theorem

B. Weiss, M. Foreman, 2017, Journal of Modern Dynamics.

On Hilbert dynamical systems

B. Weiss, E. Glasner, 2010, Ergodic Theory and Dynamical Systems.

Entropy is the Only Finitely Observable Invariant

Benjamin Weiss, D. Ornstein, B. Weiss, 2006 .

On classifying processes pdf

Benjamin Weiss, Gusztáv Morvai, B. Weiss, 2005, ArXiv.

A dimension gap for continued fractions with independent digits

Y. Peres, B. Weiss, Y. Kifer, 2001 .

TOPOLOGICAL GROUPS WITH ROHLIN PROPERTIES

B. Weiss, E. Glasner, 2008 .

Perfect filtering and double disjointness

Benjamin Weiss, Yuval Peres, Hillel Furstenberg, 1995 .

Commuting measure-preserving transformations

Benjamin Weiss, Yitzhak Katznelson, Y. Katznelson, 1972 .

The ergodic infinite measure preserving transformation of boole

R. Adler, B. Weiss, 1973 .

LIMIT LAWS FOR ERGODIC PROCESSES

B. Weiss, J. Thouvenot, 2012 .

Coboundaries in L0

B. Weiss, D. Volný, 2004 .

An Overview of Infinite Ergodic Theory

B. Weiss, J. Aaronson, A. Kechris, 2000 .

On the ergodic properties of Cartan flows in ergodic actions of ${\bf SL}_{\bf 2}{\bf (R)}$ and ${\bf SO}{\bf ({\bi n},1)}$

B. Weiss, A. Furman, 1997, Ergodic Theory and Dynamical Systems.

A symbolic representation for Anosov–Katok systems

B. Weiss, M. Foreman, 2015, Journal d'Analyse Mathématique.

Subsequence ergodic theorems for amenable groups

D. Ornstein, B. Weiss, 1992 .

Distributional limits of positive, ergodic stationary processes and infinite ergodic transformations

B. Weiss, J. Aaronson, 2016, 1604.03218.

Processes disjoint from weak mixing

B. Weiss, S. Glasner, 1989 .

On some generic classes of ergodic measure preserving transformations

B. Weiss, E. Glasner, J. Thouvenot, 2020, Transactions of the Moscow Mathematical Society.

An ε-free Rohlin lemma

B. Weiss, E. Lehrer, 1982, Ergodic Theory and Dynamical Systems.

Hereditary subshifts whose simplex of invariant measures is Poulsen

B. Weiss, J. Kułaga-Przymus, M. Lema'nczyk, 2015, 1507.00714.

Generalized interval exchanges and the 2–3 conjecture

S. Friedland, B. Weiss, 2005 .

Pure strictly uniform models of non-ergodic measure automorphisms

Benjamin Weiss, Tomasz Downarowicz, B. Weiss, 2021, Discrete & Continuous Dynamical Systems.

Order estimation of Markov chains

Benjamin Weiss, Gusztáv Morvai, B. Weiss, 2005, IEEE Transactions on Information Theory.

Odometer Based Systems

B. Weiss, M. Foreman, 2020, Israel Journal of Mathematics.

On weak rigidity and weakly mixing enveloping semigroups

B. Weiss, E. Akin, E. Glasner, 2017, Dynamics: Topology and Numbers.

On the work of V. A. Rokhlin in ergodic theory

B. Weiss, 1989, Ergodic Theory and Dynamical Systems.

On minimal actions of countable groups

B. Weiss, E. Glasner, 2018, 1801.03308.

Uniqueness of maximal entropy odd orbit types

B. Weiss, W. Geller, 1995 .

Every transformation is bilaterally deterministic

D. Ornstein, B. Weiss, 1975 .

Orbit Properties of Pseudo-homeomorphism Groups of a Perfect Polish Space and their Cocycles

B. Weiss, V. Golodets, A. Kechris, 2000 .

Diophantine Equations With Two Separated Variables.

B. Weiss, 2011 .

Topological characteristic factors and nilsystems

B. Weiss, Wen Huang, E. Glasner, 2020, Journal of the European Mathematical Society.

Piecewise-Bohr Sets of Integers and Combinatorial Number Theory

B. Weiss, V. Bergelson, H. Furstenberg, 2006 .