Free fermionic higher spin fields in AdS(5)

Abstract

Totally symmetric massless fermionic fields of arbitrary spins in AdS(5) are described as su(2,2) multispinors. The approach is based on the well-known isomorfism o(4,2)=su(2,2). Explicitly gauge invariant higher spin free actions are constructed and free field equations are analyzed.

13 pages

References in corpus (2)

• Conformal Higher Spin Symmetries of 4d Massless Supermultiplets and $osp(L,2M)$ Invariant Equations in Generalized (Super)Space
• Doubletons and 5D Higher Spin Gauge Theory

Cited by in corpus (13)

• Conformal Higher Spin Symmetries of 4d Massless Supermultiplets and $osp(L,2M)$ Invariant Equations in Generalized (Super)Space
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• FV-type action for AdS(5) mixed-symmetry fields
• Lagrangian Formulation for Free Mixed-Symmetry Bosonic Gauge Fields in (A)dS(d)
• General Lagrangian Formulation for Higher Spin Fields with Arbitrary Index Symmetry. I. Bosonic fields
• Radial Dimensional Reduction: (Anti) de Sitter Theories from Flat
• General Lagrangian Formulation for Higher Spin Fields with Arbitrary Index Symmetry. 2. Fermionic fields
• BRST approach to Lagrangian formulation for mixed-symmetry fermionic higher-spin fields
• Mixed-symmetry massless gauge fields in AdS(5)
• Unified formulation for helicity and continuous spin fermionic fields
• Frame- and Metric-like Higher-Spin Fermions
• Lagrangian BRST formulation of massive higher spin fields of generic symmetry type