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SUMMARY:A Runge approximation theorem for pseudoholomorphic curves - Antoi
 ne Gournay\, MPI Bonn
DTSTART:20101110T160000Z
DTEND:20101110T170000Z
UID:TALK25739@talks.cam.ac.uk
CONTACT:Ivan Smith
DESCRIPTION:The Runge Approximation Theorem states that a holomorphic map 
 f from an open set U to the complex plane C can\, on compacts K of U\, be 
 approximated by a meromorphic function h defined on\nthe whole plane C. Th
 ere is a natural transcription of the problem to maps between manifolds: l
 et f be a pseudo-holomorphic map from an open set U of a Riemann surface S
  to an almost-complex manifold (M\,J). For\nany compact K of U is it possi
 ble to find a pseudo-holomorphic map defined on S which is close to f when
  restricted to K? For a general (M\,J) this is obviously impossible\; the 
 aim of the talk is to describe\nsuch approximations for a class of manifol
 ds (M\,J).\n
LOCATION:MR13
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