Home > Moduli for generic N=1 flux backgrounds |
Talk | ||||||
Title | Moduli for generic N=1 flux backgrounds | |||||
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Author(s) | Waldram, Dan (speaker) (Imperial College) | |||||
Corporate author(s) | CERN. Geneva | |||||
Imprint | 2019-06-19. - 0:50:43. | |||||
Series | (TH institutes) (String Geometry and String Phenomenology Institute) | |||||
Lecture note | on 2019-06-19T10:00:00 | |||||
Subject category | TH institutes | |||||
Abstract | We’ll discuss how to characterise generic four-dimensional N=1 backgrounds in supergravity using generalised geometry. We find that there is a natural generalised cohomology, a sort of extension of Dolbeault cohomology, that can be used to count the moduli of the compactification. We show how this works in a some simple examples. | |||||
Copyright/License | © 2019-2024 CERN | |||||
Submitted by | elena.gianolio@cern.ch |