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A non-linear extension of the spin-2 partially massless symmetry

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arxiv 1410.8734 v1 pith:R3XDOOVG submitted 2014-10-31 hep-th gr-qc

Sebastian Garcia-Saenz , Rachel A. Rosen This is my paper · ORCID
classification hep-thgr-qc
keywords symmetrymasslessnonlinearpartiallyextensionformspin-2action
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We investigate the possibility of extending the "partially massless" symmetry of a spin-2 field in de Sitter to nonlinear order. To do so, we impose a closure condition on the symmetry transformations. This requirement imposes strong constraints on the form of the nonlinear symmetry while making only minimal assumptions about the form of the nonlinear partially massless action. We find a unique nonlinear extension of the free partially massless symmetry. However, we show that no consistent Lagrangian that contains at most two derivatives of the fields can realize this symmetry.

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  1. Partially massless spin 2 and supersymmetry

    hep-th 2024-12 conditional novelty 7.0 of 10

    The paper derives explicit minimal cubic vertices coupling partially massless spin-2 to massless and specially-massive spin-3/2 fields, with one case requiring higher-derivative terms.

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