2011Journal of High Energy PhysicsOpen access

Metastable supersymmetry breaking in extended supergravity

Andrea Borghese, Diederik Roest

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Abstract

We consider the stability of non-supersymmetric critical points of general $ \mathcal{N} = 4 $ supergravities. A powerful method to analyse this issue based on the sGoldstino direction has been developed for minimal supergravity. We adapt this to the present case, and address the conceptually new features arising for extended supersymmetry. As an application, we investigate the stability when supersymmetry breaking proceeds via either the gravity or the matter sector. Finally, we outline the $ \mathcal{N} = 8 $ case.

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We consider the stability of non-supersymmetric critical points of general $ \mathcal{N} = 4 $ supergravities. A powerful method to analyse this issue based on the sGoldstino direction has been developed for minimal supergravity. We adapt this to the present case, and address the conceptually new features arising for extended supersymmetry. As an application, we investigate the stability when supersymmetry breaking proceeds via either the gravity or the matter sector. Finally, we outline the $ \mathcal{N} = 8 $ case.

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Available abstract

We consider the stability of non-supersymmetric critical points of general $ \mathcal{N} = 4 $ supergravities. A powerful method to analyse this issue based on the sGoldstino direction has been developed for minimal supergravity. We adapt this to the present case, and address the conceptually new features arising for extended supersymmetry. As an application, we investigate the stability when supersymmetry breaking proceeds via either the gravity or the matter sector. Finally, we outline the $ \mathcal{N} = 8 $ case.

Key concepts: Supergravity, Supersymmetry breaking, Supersymmetry, Physics, Metastability, Theoretical physics, Particle physics, Stability (learning theory)

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