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UID:663c16c7158eacb172a17c09413ebd96
CATEGORIES:Colloquia
CREATED:20251017T132407
SUMMARY:K\”unneth Geometry
LOCATION:Hill 705
DESCRIPTION:<p>A K”unneth structure on a smooth manifold is given by a symplectic form 
 together with two complementary Lagrangian foliations. These structures ari
 se naturally in geometry, in dynamical systems, and in high-energy physics.
 They have been studied from many different points of view, including, among
  others, those of symplectic geometry,&nbsp; of pseudo-Riemannian geometry,
  and of para-complex geometry. I will discuss some&nbsp; motivating example
 s, explain the basic features of K”unneth structures, and exhibit non-trivi
 al examples, without assuming any background beyond elementary differential
  geometry.</p><p>&nbsp;</p>
CONTACT:Dieter Kotschick
DTSTAMP:20260826T061013
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SEQUENCE:0
TRANSP:OPAQUE
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