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Handbook of Dynamical Systems |
B. Hasselblatt; A. Katok
Elsevier Science
Handbook of Dynamical Systems
Chapter 12 Random walks on groups and random transformations
Authors

Alex Furman

ARI Id

1665588550669_17376214

Access

Not Available Free

Pages

931-1014

Table of Contents of Book
Showing 1 to 19 of 19 entries
Chapters/HeadingsAuthor(s)PagesInfo
Preface
Boris Hasselblatt; Anatole Katok
vii-viii
List of contributors
ix
Chapter 1 Principal structures
Boris Hasselblatt; Anatole Katok
1-203
Chapter 2 Entropy, isomorphism and equivalence in ergodic theory
Jean-Paul Thouvenot
205-238
Chapter 3 Hyperbolic dynamical systems
Boris Hasselblatt
239-319
Chapter 4 Invariant measures for hyperbolic dynamical systems
N. Chernov
321-407
Chapter 5 Periodic orbits and zeta functions
Mark Pollicott
409-452
Chapter 6 Hyperbolic dynamics and riemannian geometry
Gerhard Knieper
453-545
Chapter 7 Topological methods in dynamics
John Franks; Michal Misiurewicz
547-598
Chapter 8 One-dimensional maps
M. Jakobson; G. Świątek
599-664
Chapter 9 Ergodic theory and dynamics of < em> G< /em> -spaces (with special emphasis on rigidity phenomena)
Renato Feres; Anatole Katok
665-763
Chapter 10 Symbolic and algebraic dynamical systems
Douglas Lind; Klaus Schmidt
765-812
Chapter 11 Dynamics of subgroup actions on homogeneous spaces of lie groups and applications to number theory
Dmitry Kleinbock; Nimish Shah; Alexander Starkov
813-930
Chapter 12 Random walks on groups and random transformations
Alex Furman
931-1014
Chapter 13 Rational billiards and flat structures
Howard Masur; Serge Tabachnikov
1015-1089
Chapter 14 Variational methods for hamiltonian systems
P.H. Rabinowitz
1091-1127
Chapter 15 Pseudoholomorphic curves and dynamics in three dimensions
H. Hofer; K. Wysocki; E. Zehnder
1129-1188
Author index
1189-1202
Subject index
1203-1220
Chapters/HeadingsAuthor(s)PagesInfo
Showing 1 to 19 of 19 entries
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