We investigate inline image supersymmetric Born–Infeld Lagrangians with a second non–linearly realized supersymmetry. The resulting non–linear structure is more complex than the square root present in the standard Born–Infeld action, and nonetheless the quadratic constraints determining these models can be solved exactly in all cases containing three vector multiplets. The corresponding models are classified by cubic holomorphic prepotentials. Their symmetry structures are associated to projective cubic varieties.

Generalized Born-Infeld actions and projective cubic curves

SAGNOTTI, AUGUSTO;
2015

Abstract

We investigate inline image supersymmetric Born–Infeld Lagrangians with a second non–linearly realized supersymmetry. The resulting non–linear structure is more complex than the square root present in the standard Born–Infeld action, and nonetheless the quadratic constraints determining these models can be solved exactly in all cases containing three vector multiplets. The corresponding models are classified by cubic holomorphic prepotentials. Their symmetry structures are associated to projective cubic varieties.
Settore FIS/02 - Fisica Teorica, Modelli e Metodi Matematici
quantum field theory;supersymmetry;Born-Infeld Theory
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11384/55931
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