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2017
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Workshop on Hyperbolic Dynamics (smr 3126)
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Periodic point growth for C2 maps of the two sphere
1. Research Areas
Applied Physics
Condensed Matter and Statistical Physics
Earth System Physics
High Energy, Cosmology and Astroparticle Physics
Mathematics
2016
2017
Advanced School & Workshop on Nonlocal Partial Differential Equations and Applications to Geometry, Physics and Probability (smr 3118)
Workshop on Hyperbolic Dynamics (smr 3126)
A Lindeberg Central Limit Theorem for Dynamical Arrays
A survey on Fourier Dimension
Almost reducibility
Countable Markov partitions suitable for thermodynamic formalism
Entry times distribution for random maps
Equidistribution for standard pairs in planar dispersing billiard flows
Equilibrium states for geodesic flows in nonpositive curvature
Flexibility of Lyapunov exponents
Heterogeneously Coupled Maps
Isospectral restrictions and stability
Limit Theorems in Dynamical Systems
Non-uniform hyperbolicity and random Hamilton-Jacobi equations
On typical irrational rotation numbers for circle maps with singularities
Parabolic dynamics and distributions
Periodic point growth for C2 maps of the two sphere
Polynomial decay of correlations for some almost hyperbolic systems
Strongly dissipative surface diffeomorphisms
Structure of Accessibility Classes
Thermodynamic formalism for potentials of product type
Validated calculation of dimension for conformal repellers
Quantitative Life Sciences
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Periodic point growth for C2 maps of the two sphere
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