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Conference covering advanced topics in dynamical systems theory through a comprehensive two-week program featuring expert lectures and research presentations. Explore five major areas of dynamical systems including chaotic dynamics with homoclinic bifurcations, attractors, and partial hyperbolicity; conservative dynamics encompassing KAM theory, Hamiltonian systems, and celestial mechanics; ergodic theory focusing on Sinai-Ruelle-Bowen measures and Lyapunov exponents; geometric and topological aspects of dynamics; and one-dimensional dynamics examining hyperbolicity and parametrized families. Attend three core lecture series delivered by leading researchers: Applications of homogeneous dynamics from number theory to statistical mechanics by Jens Marklof and Andreas Strömbergsson, Renormalization in low dimensional dynamics by Marco Martens, and Partially hyperbolic diffeomorphisms by Sylvain Crovisier and Rafael Potrie. Access over 50 specialized research talks covering cutting-edge developments in thermodynamics for non-uniformly hyperbolic maps, Lorenz attractors, ergodic averages, equilibrium states, billiards, geodesic flows, and rigidity theory. Gain exposure to both theoretical foundations and current research frontiers in dynamical systems through presentations by internationally recognized experts in the field.
