Cubic vertices of arbitrary-spin massless fields in lightcone gauge are expressed as direct generalizations of abelian vertices built from linearized curvatures, yielding consistency of self-dual theories in (A)dS with no higher vertices needed.
Poincare invariant dynamics of massless higher spins: Fourth order analysis on mass shell,
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Self-dual double copy extends to higher-spin fields via light-cone prepotentials, enabling higher-spin solutions and multicopy Weyl patterns for Kerr-Schild self-dual backgrounds.
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Universal structure in the interactions of massless fields on the lightcone
Cubic vertices of arbitrary-spin massless fields in lightcone gauge are expressed as direct generalizations of abelian vertices built from linearized curvatures, yielding consistency of self-dual theories in (A)dS with no higher vertices needed.
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Self-dual classical higher-spin multicopy
Self-dual double copy extends to higher-spin fields via light-cone prepotentials, enabling higher-spin solutions and multicopy Weyl patterns for Kerr-Schild self-dual backgrounds.