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The higher-spin (HS) algebras so far known can be interpreted as the symmetries of the minimal representation of the isometry algebra.
1942
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S. Konstein and M. A. Vasiliev, Extended Higher Spin Superalgebras and Their Massless Representations
1990
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M. A. Vasiliev, Higher Spin Algebras and Quantization on the Sphere and Hyperboloid
1991
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B. Binegar and R. Zierau, Unitarization of a Singular Representation of S O ( p , q ) SO(p,q)
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1998
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1999
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J.-S. Li, Representation Theory of Lie Groups (ch. Minimal representations & reductive dual pairs)
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2009
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2000
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E. Sezgin and P. Sundell, Doubletons and 5-D higher spin gauge theory
2001
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M. A. Vasiliev, Cubic interactions of bosonic higher spin gauge fields in A d S 5 AdS_{5}
2001
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E. Sezgin and P. Sundell, 7-D bosonic higher spin theory: Symmetry algebra and linearized constraints
2002
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M. Vasiliev, Nonlinear equations for symmetric massless higher spin fields in ( A ) d S d (A)dS_{d}
2003
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K. Alkalaev and M. Vasiliev, N=1 supersymmetric theory of higher spin gauge fields in AdS(5) at the cubic level
2003
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M. Vasiliev, Higher spin gauge theories in various dimensions
2004
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2010
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M. R. Gaberdiel and T. Hartman, Symmetries of Holographic Minimal Models
2011
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2011
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2011
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M. Vasiliev, Cubic Vertices for Symmetric Higher-Spin Gauge Fields in ( A ) d S d (A)dS_{d}
2012
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M. R. Gaberdiel and R. Gopakumar, Minimal Model Holography
2013
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J. Maldacena and A. Zhiboedov, Constraining Conformal Field Theories with A Higher Spin Symmetry
2013
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2013
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Y. S. Stanev, Constraining conformal field theory with higher spin symmetry in four dimensions
2013
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2013
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M. Vasiliev, Multiparticle extension of the higher-spin algebra
2013
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O. Gelfond and M. Vasiliev, Operator algebra of free conformal currents via twistors
2013
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2013
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2013
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V. Didenko and E. Skvortsov, Towards higher-spin holography in ambient space of any dimension
2013
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