An infinite-dimensional version of Gromov-Floer compactness is proven, yielding forced time-periodic solutions for regularized Hamiltonian PDEs and a cup-length estimate for the number of periodic solutions.
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Time-periodic solutions of Hamiltonian PDEs using pseudoholomorphic curves
An infinite-dimensional version of Gromov-Floer compactness is proven, yielding forced time-periodic solutions for regularized Hamiltonian PDEs and a cup-length estimate for the number of periodic solutions.