Many leading experts provide an account of the latest developments across smooth dynamics and ergodic theory and together set an agenda for future work. This book is ideal for graduate students, instructors and researchers across all research areas in dynamical systems and related subjects.
Many leading experts provide an account of the latest developments across smooth dynamics and ergodic theory and together set an agenda for future work. This book is ideal for graduate students, instructors and researchers across all research areas in dynamical systems and related subjects.
Editors note 1. Rigidity of topological entropy of boundary maps associated to Fuchsian groups 2. Open problems from 2020 vision for dynamics conference in Bedlewo 3. Flexibility of entropies for piecewise expanding unimodalm maps 4. Recent results and open questions on pseudo-rotations 5. SRB and equilibrium measures via dimension theory 6. Abelian Livshits theorems and geometric applications 7. A dynamical approach to validated numerics 8. Non-stationary normal forms for contracting extensions 9. Survey on entropy-type invariants of sub-exponential growth in dynamical systems 10. On the smooth realization problem and the AbC method 11. On some spectral problems in ergodic theory 12. Area preserving surface diffeomorphisms with polynomial decay of Correlation's are ubiquitous 13. Linear cocycles over hyperbolic systems.
Editors note 1. Rigidity of topological entropy of boundary maps associated to Fuchsian groups 2. Open problems from 2020 vision for dynamics conference in Bedlewo 3. Flexibility of entropies for piecewise expanding unimodalm maps 4. Recent results and open questions on pseudo-rotations 5. SRB and equilibrium measures via dimension theory 6. Abelian Livshits theorems and geometric applications 7. A dynamical approach to validated numerics 8. Non-stationary normal forms for contracting extensions 9. Survey on entropy-type invariants of sub-exponential growth in dynamical systems 10. On the smooth realization problem and the AbC method 11. On some spectral problems in ergodic theory 12. Area preserving surface diffeomorphisms with polynomial decay of Correlation's are ubiquitous 13. Linear cocycles over hyperbolic systems.
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