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Lichnerowicz's algebra of differential geometric operators acting on symmetric tensors can be obtained from generalized geodesic motion of an observer carrying a complex tangent vector.
Lichnerowicz A., Propagateurs et commutateurs en relativité générale,
1964
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Witten E., Supersymmetry and Morse theory,
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Alvarez-Gaume L., Witten E., Gravitational anomalies,
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Olver P.J., Differential hyperforms I, University of Minnesota, Report 82-101, 1982, 118 pages
1987
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Vasiliev M.A., Equations of motion of interacting massless fields of all spins as a free differential algebra
1988
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Labastida J.M.F., Massless particles in arbitrary representations of the Lorentz group,
1989
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Dubois-Violette M., Henneaux M., Generalized cohomology for irreducible tensor fields of mixed Young symmetry type,
1999
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Deser S., Waldron A., Gauge invariances and phases of massive higher spins in (A)dS,
2001
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de Medeiros P., Hull C., Geometric second order field equations for general tensor gauge fields,
2003
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Hallowell K., Waldron A., Supersymmetric quantum mechanics and super-Lichnerowicz algebras,
Cited in the paper.
Bekaert X., Cnockaert S., Iazeolla C., Vasiliev M.A., Nonlinear higher spin theories in various dimensions,
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Deser A., Waldron A., Einstein tensors for mixed symmetry higher spins, in preparation
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Cherney D., Hallowell D., Hodge A., Shaukat A., Waldron A., Higher rank Fourier–Jacobi algebras, in preparation
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Bekaert X., Boulanger N., Tensor gauge fields in arbitrary representations of
2004
Later among the works it cites.
Hallowell K., Waldron A., Constant curvature algebras and higher spin action generating functions,
2005
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Edgar S.B., Senovilla J.M.M., A weighted de Rham operator acting on arbitrary tensor fields and their local potentials,
2006
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Duval C., Lecomte P., Ovsienko V., Conformally equivariant quantization: existence and uniqueness,
2029
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