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SUMMARY:Exotic Lagrangian tori in Grassmannians - Marco Castronovo\, Rutge
 rs
DTSTART:20200115T160000Z
DTEND:20200115T170000Z
UID:TALK134251@talks.cam.ac.uk
CONTACT:Ivan Smith
DESCRIPTION:The complex Grassmannians contain a nondisplaceable monotone L
 agrangian torus\, which is a fibre of an integrable system introduced by G
 uillemin-Sternberg in the ‘80s. Usually\, it does not generate the whole
  Fukaya category. I will talk about “exotic” Lagrangian tori that gene
 rate some of the missing parts. Their existence is a rather natural conseq
 uence of general ideas in mirror symmetry\, cluster algebras and the theor
 y of Okounkov bodies. Time permitting\, I will mention how these ideas fit
  in a broader picture of mirror symmetry for coadjoint orbits of Lie group
 s.
LOCATION:MR13
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