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Gauged Supergravities in Different Frames

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Gauged Supergravities in Different Frames Dr. Mario Trigiante (Politecnico di Torino) F.Cordaro, P.Fr , L.Gualtieri, P.Termonia, M.T. 9804056 Wit, Samtleben, M.T ... – PowerPoint PPT presentation

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Title: Gauged Supergravities in Different Frames


1
Gauged Supergravities in Different Frames
  • Dr. Mario Trigiante
  • (Politecnico di Torino)

F.Cordaro, P.Frè, L.Gualtieri, P.Termonia, M.T.
9804056 Wit, Samtleben, M.T. 0311224
DallAgata, Inverso, M.T. 1209.0760
2
Plan of the Talk
  • Overview and Motivations Gauged Supergravity and
    string/M-theory compactifications.
  • Embedding tensor formulation of D4 gauged
    SUGRAs and duality
  • Relevance of symplectic frames New N8 SUGRAs
    with SO(8) local symmetry
  • Conclusions

3
Introduction
  • D4 Supergravity from Superstring/M-theory

4
Ungauged (extended) Supergravities
  • Electric-magnetic duality symmetry of Maxwell
    equations now must also involve the scalar fields
    (Gaillard-Zumino)

Non-linear action on f
G Isom(Mscal)
Sp(2 nv, R)
5
The Issue of Symplectic Frames
  • Different symplectic frames (SF) may yield
    inequivalent actions with different global
    symmetry groups Ge but same physics
  • In the SUGRA description of string/M-theory
    compactifications, SF fixed by the resulting
    scalar-vector couplings

6
Parity as an anti-Symplectic Duality
  • Distinction between the scalar/pseudo-scalar
    fields depends
  • on the choice of the symplectic frame

7
Gauging
  • Gauging consists in promoting a group G ½ Ge ½ G
    from global to local
  • symmetry of the action. Different SF )
    different choices for G.

8
  • Manifestly G-covariant formulation de Wit,
    Samtleben, M.T. 0507289

9
N8, D4 SUGRA
32 supercharges
A,B 2 8 of SU(8)R
  • Scalar fields in non-linear ?-model with target
    space

10
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11
Choice corresponds to an SO(8)-gauging in a
different SF in which AIJ are electric
12
  • w analogue of de Roo-Wagemanns angle in N4,
    N2 parametrizes
  • inequivalent theories.
  • Vacua of original dWN theory (w0) studied by
    Warner and recently by
  • Fischbacher (found several critical points,
    not complete yet)

13
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14
  • w does not affect action terms up to second
    order in the fluctuations about
  • the N8 vacuum (mass spectrum).

15
Conclusions
  • Showed in a given example how initial choice of
    SF
  • determines, after gauging, physical
    properties of the model
  • Study vacua of the new family of SO(8)-gauged
    maximal SUGRAS
  • RG flow from new N0 G2 vacuum to N8 SO(8) one
    (both stable AdS4)
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