TY - ELEC
DB - /z-wcorg/
DP - http://worldcat.org
ID - 666885590
LA - English
UR - http://purl.stanford.edu/bz202yk0512
T1 - Moduli spaces of pseudo-holomorphic disks and floer theory of cleanly intersecting immersed lagrangians
A1 - Chan, Yin Kwan., Ionel, Eleny,, Eliashberg, Y.,, Galatius, Søren,, Stanford University., Department of Mathematics.,
Y1 - 2010///
AB - In this thesis we investigate moduli spaces of pseudo-holomorphic disks with Lagrangian boundary conditions, in which the Lagrangians are immersed with clean self-intersections. We then discuss the compactification of these moduli spaces, and show that under specific assumptions, the moduli spaces can be oriented. Finally, we use these moduli spaces to construct and compute Lagrangian Floer cohomology for sphere and orientation covers of the real projective space embedded as a Lagrangian submanifold of the complex projective space.
ER -