Monday       Tuesday      Wednesday    Thursday       Friday
 
 9:00-10:00   Szabo I.     Szabo III.   Szabo IV.    Szabo V.       Ozsvath IV.

10:15-11:15   Geiges       Matic        Abreu        Auroux         Akbulut 

11:30-12:30   Ghiggini     Manolescu    Teleman      Martinez       Ekholm


              LUNCH        LUNCH        LUNCH        LUNCH          LUNCH


 2:00-3:00    Szabo II.    Ozsvath I.   Ozsvath II.  Ozsvath III.   Ozsvath V.

 3:30-4:30    Kollar       Vidussi      Slapar       Strle          Lisca
              
 5:00-6:00    Szucs                                  Nemethi

 6:15-        Reception
            Welcome Party  
Titles:

Szabo I.-V.:         Introduction to Heegaard Floer theory

Ozsvath I.-V.:       Advanced Heegaard Floer theory

NEMETHI:             Ozsvath-Szabo homology for negative definite plumbings

Geiges:              Contact topology of torus bundles

Matic:               Contact topology

Kollar:              Grothendiek ring of an algebraic variety

Ghiggini:            Classification of tight structures on some Seifert manifolds

Strle:               Homology lens spaces and four-ball genus

Manolescu:           Gauge theory and stable homotopy

Vidussi:             Knotted Lagrangian tori  

Abreu:               Topological decomposition of a symplectomorphism group

Teleman:             Applications of gauge theory in complex geometry

Slapar:              On the method of Stein fattening

Auroux:              Lefschetz fibrations in homological mirror symmetry - an example

Martinez:            Ample bundles for odd dimensional manifolds

Szucs:               Simple proofs of two classical theorems of Rokhlin

Akbulut:             Cappell-Shaneson's 4-dimensional s-cobordism/torsion in gauge theory

Ekholm:              Contact homology of Legendrian submanifolds in R^{2n+1}
                     and use

Lisca:               Applications of the Heegaard Floer contact invariants