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Braid Stability and a Floer theory of Braid Isotopies

Grunder, Nicolas
arXiv (All) · Papers
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dynamical-systemsgeometric-topologysymplectic-geometry
We build a Floer theory on the space of braids of periodic orbits of a Hamiltonian flow on a closed symplectic surface. The differential and continuation maps are defined by counting Floer isotopies of braids: tuples of Floer cylinders with pairwise disjoint graphs. With this new perspective, we p
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