Dynamics
The dynamics team at Zhejiang University focuses its research on three main areas: complex dynamics, Hamiltonian systems, and fractal geometry. Their research covers the dynamical properties of hyperbolic maps in moduli spaces, the N-body problem in celestial mechanics, symplectic invariants in Hofer geometry, as well as the fractal structures generated by dynamical systems, including their dimensions and complexity. The team is dedicated to tackling cutting-edge problems such as the McMullen Conjecture on the density of cusps, Milnor's Non-local Connectivity Conjecture, and the Chazy-Wintner-Smale Conjecture. By integrating tools from geometry, topology, and analysis, the group aims to foster deep breakthroughs in dynamical systems theory and promote interdisciplinary integration.
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The dynamics team at Zhejiang University focuses its research on three main areas: complex dynamics, Hamiltonian systems, and fractal geometry. Their research covers the dynamical properties of hyperbolic maps in moduli spaces, the N-body problem in celestial mechanics, symplectic invariants in Hofer geometry, as well as the fractal structures generated by dynamical systems, including their dimensions and complexity. The team is dedicated to tackling cutting-edge problems such as the McMullen Conjecture on the density of cusps, Milnor's Non-local Connectivity Conjecture, and the Chazy-Wintner-Smale Conjecture. By integrating tools from geometry, topology, and analysis, the group aims to foster deep breakthroughs in dynamical systems theory and promote interdisciplinary integration.
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