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SUMMARY:On the existence of Lagrangians with special properties - Yng-Ing 
 Lee\, Taiwan and Oxford
DTSTART:20170503T150000Z
DTEND:20170503T160000Z
UID:TALK69338@talks.cam.ac.uk
CONTACT:Ivan Smith
DESCRIPTION:It is interesting to combine Riemannian structure and symplect
 ic structure\, and investigate objects with special properties with respec
 t to both structures. Examples include special Lagrangians\, minimal Lagra
 ngians\, Hamiltonian stationary Lagrangians\, and Lagrangian soliton solut
 ions of mean curvature flow. These submanifolds have nicer properties and 
 can serve as model examples or canonical representatives for related class
 es for submanifolds in middle dimension. However\, existence theory for th
 ese objects is still wildly open. In this talk\, I will survey results and
  different techniques on studying the problem. The survey is biased by the
  speaker’s own interests and research\, and does not mean to be complete
 .
LOCATION:MR13
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