Geometric and Probabilistic Structures in

"This book presents a collection of articles that cover areas of mathematics related to dynamical systems. The authors are well-known experts who use geometric and probabilistic methods to study interesting problems in the theory of dynamical systems and its applications. Some of the articles are surveys while others are original contributions. The topics covered include: Riemannian geometry, models in mathematical physics and mathematical biology, symbolic dynamics, random and stochastic dynamics. This book can be used by graduate students and researchers in dynamical systems and its applications."--BOOK JACKET.

Quasiconformal deformation of multipliers
Nonconvergence examples in averaging
Periodic rank one geodesics in Hadamard spaces
Dynamical determinants and spectrum for hyperbolic diffeomorphisms
Open problems in symbolic dynamics
New examples of topologically equivalent S-unimodal maps with different metric properties
A remark on the group of PL-homeomorphisms in dimension one
Fermi acceleration
Riemannian 2-step nilmanifolds with prescribed Ricci tensor
On the Greenfield-Wallach and Katok conjectures in dimension three
Metastability and stochastic resonance for multiscale systems
Mendelian dynamics and Sturtevant's paradigm
On the estimation of topological entropy on surfaces
Dynamical systems and differential forms. Low dimensional Hamiltonian systems
Periodic orbits and holonomy for hyperbolic flows
On existence and uniqueness of weak foliations in dimension 3
A limit theorem for Birkhoff sums of non-integrable functions over rotations
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Geometric and Probabilistic Structures in Dynamics

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