Reidemeister Torsion in Floer-Novikov Theory and Counting Pseudo-holomorphic Tori , II .

@inproceedings{Lee2005ReidemeisterTI,
  title={Reidemeister Torsion in Floer-Novikov Theory and Counting Pseudo-holomorphic Tori , II .},
  author={Y Lee},
  year={2005}
}
This is the first part of an article in two parts, which builds the foundation of a Floer-theoretic invariant, IF . The Floer homology can be trivial in many variants of the Floer theory; it is therefore interesting to consider more refined invariants of the Floer complex. We consider one such instance—the Reidemeister torsion τF of the FloerNovikov complex of (possibly non-hamiltonian) symplectomorphisms. τF turns out not to be invariant under hamiltonian isotopies, but this failure may be… CONTINUE READING