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SUMMARY:Morse homology on infinite dimensional manifolds and Lorentzian ge
 odesics - Alberto Abbondandolo\, Pisa
DTSTART:20091202T160000Z
DTEND:20091202T170000Z
UID:TALK20648@talks.cam.ac.uk
CONTACT:Jake Rasmussen
DESCRIPTION:We discuss the problem of developing a Morse theory for       
         \ngradient flows of functionals whose critical points have infinit
 e               \nMorse index and co-index. The resulting theory is applie
 d to the                \nclassification of geodesics connecting two given
  points on a globally           \nhyperbolic Lorentzian manifold.
LOCATION:MR 13
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