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Peter Li

University of Califonia, Irvine



Structure and connectedness at infinity of complete manifolds



February 7, 2007
  



Abstract
 

In this talk, I will give a brief outline for using analytic method to determine the number of infinity components of a complete (noncompact) manifold. In particular, this was applied in my recent joint work with J. Wang in studying manifolds with positive spectrum.
A corollary of this theory is a generalization of a theorem of Witten and Yau where they proved that certain physical model has no wormhole.






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