String Theory flux compactifications and generalized geometries

String Theory flux compactifications and generalized geometries

Flux compactifications in string theory are being intensively studied these days because of their potential to stabilize the large moduli of compactifications. After explaining briefly how this works, we will concentrate on the geometrical aspects of flux compactifications, in particular on their back-reaction on the geometry. We will show how it is naturally described in the language of generalized complex geometry, introduced by Hitchin in 2002.

SPhT, CEA/Saclay

Date
5 May 2006
Expired!
Time
11h00 – 0h00
Location
Salle Claude Itzykson, Bât. 774

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