Mathematics – Symplectic Geometry
Scientific paper
2008-10-13
Journal of Fixed Point Theory and Applications 4 (2008), 263-293
Mathematics
Symplectic Geometry
25 pages, final version
Scientific paper
We define the Floer complex for Hamiltonian orbits on the cotangent bundle of
a compact manifold satisfying non-local conormal boundary conditions. We prove
that the homology of this chain complex is isomorphic to the singular homology
of the natural path space associated to the boundary conditions.
Abbondandolo Alberto
Portaluri Alessandro
Schwarz Matthias
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