Symplectic homology is studied on closed symplectic manifolds where the class of the symplectic form and the first Chern class vanish on the second homotopy group. Critical values of the action functional are associated to cohomology classes of the manifold. Those lead to continuous sections in the action spectrum bundle. The action of the cohomology ring… (More)

@inproceedings{Schwarz2000OnTA,
title={On the Action Spectrum for Closed Symplectically Aspherical Manifolds},
author={Matthias K. Schwarz},
year={2000}
}