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SUMMARY:A metric and geometry for heterotic moduli - Jock McOrist - Surrey
DTSTART:20170302T130000Z
DTEND:20170302T140000Z
UID:TALK69897@talks.cam.ac.uk
CONTACT:Kenny Wong
DESCRIPTION:Heterotic vacua\, defined by certain three complex-dimensional
  manifolds with a holomorphic bundle admitting a connection satisfying her
 mitian Yang-Mills and an anomaly condition\, realise four-dimensional chir
 al gauge theories with N=1 SUSY. Exploiting the supersymmetric relations a
 nd geometry\, we describe the alpha'-corrected couplings for the four-dime
 nsional effective field theory. This a natural Kahler metric for the modul
 i space with a shockingly simple Kahler potential. Along the way\, we disc
 over a natural geometric structure for the heterotic moduli.
LOCATION:Potter Room (first floor\, Pav. B)
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