GL Flatness of OSp(1|2n) and Higher Spin Field Theory from Dynamics in Tensorial Spaces

Abstract

A main purpose of this paper is to explain how the theory of higher spin fields in flat D=4 space and in AdS(4) emerges as a result of the quantization of a superparticle propagating in so called tensorial superspaces which have the property of a `generalized conformal' or simply General Linear (GL) flatness.

arXiv commentLaTeX, 12 pages, a reference added

References in corpus (6)

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Cited by in corpus (22)

• Gauge Invariant Lagrangians for Free and Interacting Higher Spin Fields. A Review of the BRST formulation
• Introduction to the Classical Theory of Higher Spins
• Gauge invariant Lagrangian formulation of higher spin massive bosonic field theory in AdS space
• Gauge invariant Lagrangian construction for massive bosonic higher spin fields in D dimentions
• BRST approach to Lagrangian construction for fermionic higher spin fields in AdS space
• BRST approach to Lagrangian construction for fermionic massless higher spin fields
• Dynamics of Higher Spin Fields and Tensorial Space
• On Conformal, SL(4,R) and Sp(8,R) Symmetries of 4d Massless Fields
• On BPS preons, generalized holonomies and D=11 supergravities
• Superfield Theories in Tensorial Superspaces and the Dynamics of Higher Spin Fields
• Higher Spin Fields in Siegel Space, Currents and Theta Functions
• On the boundary gauge dual of closed tensionless free strings in AdS
• Higher Spins in Hyper-Superspace
• Higher Spins from Nonlinear Realizations of $OSp(1|8)$
• Master Higher-Spin Particle
• BPS preons in supergravity and higher spin theories. An overview from the hill of twistor appraoch
• Symmetries of higher-spin current interactions in four dimensions
• Unfolded Dynamics and Parameter Flow of Generic AdS(4) Black Hole
• Extended supersymmetry in massless conformal higher spin theory
• Maxwell group and HS field theory
• BPS preons and the AdS-M-algebra
• Correlation Functions of Sp(2n) Invariant Higher-Spin Systems