- LIVSI^C THEORY FOR COMPACT GROUP EXTENSIONS OF HYPERBOLIC SYSTEMS.
- AN EXAMPLE OF A SMOOTH HYPERBOLIC MEASURE WITH COUNTABLY MANY ERGODIC COMPONENTS.
- HAUSDORFF DIMENSION IN STOCHASTIC DISPERSION. D. DOLGOPYAT, V. KALOSHIN AND L. KORALOV
- Stable accessibility is C1 Dmitry Dolgopyat and Amie Wilkinson
- LIMIT THEOREMS FOR HYPERBOLIC SYSTEMS. DMITRY DOLGOPYAT
- ANOMALOUS CURRENT IN PERIODIC LORENTZ GASES WITH INFINITE HORIZON
- THE DIFFUSION COEFFICIENT FOR PIECEWISE EXPANDING MAPS OF THE INTERVAL WITH METASTABLE STATES
- SAMPLE PATH PROPERIES OF RANDOM TRANSFORMATIONS.
- AVERAGING AND INVARIANT MEASURES. DMITRY DOLGOPYAT
- REPULSION FROM RESONANCES. DMITRY DOLGOPYAT
- FERMI ACCELERATION. DMITRY DOLGOPYAT
- ADDENDUM TO "PERIODIC ORBITS AND DYNAMICAL SPECTRA"
- RECURRENCE PROPERTIES OF PLANAR LORENTZ DMITRY DOLGOPYAT, DOMOKOS SZASZ, TAMAS VARJU
- ON DYNAMICS OF MOSTLY CONTRACTING DIFFEOMORPHISMS.
- Ergod. Th. & Dynam. Sys. (1998), 18, 255292 Printed in the United Kingdom c 1998 Cambridge University Press
- TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
- ON DECAY OF CORRELATIONS IN ANOSOV FLOWS.
- Elect. Comm. in Probab. 14 (2009), 245251 ELECTRONIC COMMUNICATIONS
- BOUNDED ORBITS OF ANOSOV FLOWS D. Dolgopyat
- STABLE ERGODICITY FOR PARTIALLY HYPERBOLIC ATTRACTORS WITH NEGATIVE
- LIMIT THEOREMS FOR LOCALLY PERTURBED PLANAR LORENTZ PROCESSES
- ON SIMULTANEOUS LINEARIZATION OF DIFFEOMORPHISMS OF THE SPHERE.
- HYPERBOLIC BILLIARDS AND STATISTICAL N. CHERNOV AND D. DOLGOPYAT
- EVERY COMPACT MANIFOLD CARRIES A COMPLETELY HYPERBOLIC DIFFEOMORPHISM
- Averaging of incompressible flows on two-dimensional Dmitry Dolgopyat, Leonid Koralov
- Quenched limit theorems for nearest neighbour random walks in 1D random environment
- Particle's drift in self-similar billiards N. Chernov1
- The Annals of Probability 2008, Vol. 36, No. 6, 19992049
- ENERGY TRANSFER IN A FAST-SLOW HAMILTONIAN DMITRY DOLGOPYAT AND CARLANGELO LIVERANI
- Deterministic and stochastic perturbations of area preserving flows on a two-dimensional torus
- CENTRAL LIMIT THEOREM FOR EXCITED RANDOM WALK IN THE RECURRENT REGIME
- The Annals of Probability 2004, Vol. 32, No. 1A, 127
- DISCRETE AND CONTINUOUS Website: http://aimSciences.org DYNAMICAL SYSTEMS
- MULTIFRACTAL PROPERTIES OF THE SETS OF ZEROES OF BROWNIAN PATHS Dmitry Dolgopyat1)
- ENTROPY OF COUPLED MAP LATTICES. D. Dolgopyat
- PREVALENCE OF RAPID MIXING IN HYPERBOLIC FLOWS.
- Prevalence of rapid mixing-II: topological prevalence.
- ON MIXING PROPERTIES OF COMPACT GROUP EXTENSIONS OF HYPERBOLIC SYSTEMS.
- ON DIFFERENTIABILITY OF SRB STATES FOR PARTIALLY HYPERBOLIC SYSTEMS.
- PRELUDE TO A KISS. DMITRY DOLGOPYAT
- A Limit Shape Theorem for Periodic Stochastic Dispersion DMITRY DOLGOPYAT
- EVOLUTION OF ADIABATIC INVARIANTS IN STOCHASTIC AVERAGING.
- Brownian Brownian Motion I N. Chernov and D. Dolgopyat
- Deterministic and stochastic perturbations of area preserving flows on a two-dimensional torus
- Galton Board: limit theorems and recurrence N. Chernov1
- UNBOUNDED ORBITS FOR SEMICIRCULAR OUTER DMITRY DOLGOPYAT AND BASSAM FAYAD
- LECTURES ON U-GIBBS STATES. DMITRY DOLGOPYAT
- INTRODUCTION TO AVERAGING. 1. Averaging in Markov Chains.
- DIFFUSIVE MOTION AND RECURRENCE ON AN IDEALIZED GALTON BOARD
- LIMIT THEOREMS FOR DISPERSING BILLIARDS P. BALINT, N. CHERNOV, AND D. DOLGOPYAT
- Alea 8, 19 (2011) Central Limit Theorem for Excited Random Walk
- DYNAMICS OF SOME PIECEWISE SMOOTH FERMI-ULAM MODELS
- DYNAMICS OF SOME PIECEWISE SMOOTH FERMI-ULAM MODELS
- QUENCHED LIMIT THEOREMS FOR NEAREST NEIGHBOUR RANDOM WALKS IN 1D RANDOM
- SCALING LIMITS OF RECURRENT EXCITED RANDOM WALKS ON DMITRY DOLGOPYAT AND ELENA KOSYGINA
