Symplectic Topology and Floer Homology, Volume 2: Floer Homology and Its Applications

Preface

Part III. Lagrangian Intersection Floer Homology:
12. Floer homology on cotangent bundles
13. Off-shell framework of Floer complex with bubbles
14. On-shell analysis of Floer moduli spaces
15. Off-shell analysis of the Floer moduli space
16. Floer homology of monotone Lagrangian submanifolds
17. Applications to symplectic topology

Part IV. Hamiltonian Fixed Point Floer Homology:
18. Action functional and Conley–Zehnder index
19. Hamiltonian Floer homology
20. Pants product and quantum cohomology
21. Spectral invariants: construction
22. Spectral invariants: applications

Appendix A. The Weitzenböck formula for vector valued forms
Appendix B. Three-interval method of exponential estimates
Appendix C. Maslov index, Conley–Zehnder index and index formula

References
Index.