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SUMMARY:Floer Theory and Gromov-Witten theory
DTSTART:20130429T171500
DTEND:20130429T180000
DTSTAMP:20260916T061203Z
UID:c83a35bfaae1eaacfca7937e19e78c742dc73186db869975f2aa6976
CATEGORIES:Conferences - Seminars
DESCRIPTION:Oliver Fabert (Freiburg)\nHamiltonian Dynamics SeminarAbstract
 : When the symplectomorphism is the time-one map of a\nHamiltonian flow\, 
 the resulting Floer cohomology with its\npair-of-pants product is isomorph
 ic to the small quantum\ncohomology ring of the symplectic manifold. While
  the small\nquantum product is given by the  Gromov-Witten 3-point\ninvar
 iants\, encoding the information of all rational\nGromov-Witten invariants
  leads to the geometrical concept\nof Frobenius manifolds. After introduci
 ng new structures in\nFloer theory\, I will show how the PSS isomorphism c
 an be\nextended to cover the full rational Gromov-Witten theory.\nFurtherm
 ore I plan to sketch how they can be used to\nformulate a classical mirror
  symmetry conjecture for open\nCalabi-Yau manifolds. 
LOCATION:MA A3 30
STATUS:CONFIRMED
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