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math.SG2021★ 1 cited
A note on the existence of U-cyclic elements in periodic Floer homology
Dan Cristofaro-Gardiner, Daniel Pomerleano, Rohil Prasad +1
Edtmair-Hutchings have recently defined, using periodic Floer homology, a U-cycle property for Hamiltonian isotopy classes of area-preserving diffeomorphisms of closed surfaces. Th…
math.SG2021★ 8 cited
Periodic Floer homology and the smooth closing lemma for area-preserving surface diffeomorphisms
Dan Cristofaro-Gardiner, Rohil Prasad, Boyu Zhang
We prove a very general Weyl-type law for Periodic Floer Homology, estimating the action of twisted Periodic Floer Homology classes over essentially any coefficient ring in terms o…