Frame-like gauge invariant formulation for mixed symmetry fermionic fields
arXiv:0904.0549 · doi:10.1016/j.nuclphysb.2009.06.008
Abstract
In this paper we consider frame-like formulation for mixed symmetry spin-tensors corresponding to arbitrary Young tableau with two rows. First of all, we extend Skvortsov formulation for massless mixed symmetry bosonic fields in flat Minkowski space to the case of massless fermionic fields. Then, using such massless fields as building blocks, we construct gauge invariant formulation for massive spin-tensors with the same symmetry properties. We give general massive theories in (A)dS spaces with arbitrary cosmological constant and investigate all possible massless and partially massless limits.
30 pages, 10 LaTeX pictures
References in corpus (41)
- Nonlinear higher spin theories in various dimensions
- Partial Masslessness of Higher Spins in (A)dS
- Gauge Invariances and Phases of Massive Higher Spins in (A)dS
- Gauge Invariant Lagrangians for Free and Interacting Higher Spin Fields. A Review of the BRST formulation
- Introduction to the Classical Theory of Higher Spins
- Higher Spin Gauge Theories in Various Dimensions
- Tensor gauge fields in arbitrary representations of GL(D,R) : duality & Poincare lemma
- Null Propagation of Partially Massless Higher Spins in (A)dS and Cosmological Constant Speculations
- How massless are massless fields in
- Geometric Formulation for Partially Massless Fields
- On Massive High Spin Particles in (A)dS
- 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
- On the Frame-Like Formulation of Mixed-Symmetry Massless Fields in (A)dS(d)
- Gauge invariant formulation of massive totally symmetric fermionic fields in (A)dS space
- BRST approach to Lagrangian construction for fermionic higher spin fields in AdS space
- Frame-like gauge invariant formulation for massive high spin particles
- Tensor gauge fields in arbitrary representations of GL(D,R): II. Quadratic actions
- On the mixed symmetry irreducible representations of the Poincare group in the BRST approach
- Unconstrained Higher Spins of Mixed Symmetry. I. Bose Fields
- Quartet unconstrained formulation for massless higher spin fields
- Frame-like Actions for Massless Mixed-Symmetry Fields in Minkowski space
- On spin 3 interacting with gravity
- Gauge invariant Lagrangian construction for massive bosonic mixed symmetry higher spin fields
- Lagrangian Formulation for Free Mixed-Symmetry Bosonic Gauge Fields in (A)dS(d)
- Gauge invariant Lagrangian construction for massive higher spin fermionic fields
- On Massive Mixed Symmetry Tensor Fields in Minkowski Space and (A)dS
- On massive spin 2 electromagnetic interactions
- Massless arbitrary spin fields in AdS(5)
- Toward frame-like gauge invariant formulation for massive mixed symmetry bosonic fields
- Reducible higher-spin multiplets in flat and AdS spaces and their geometric frame-like formulation
- Two-column higher spin massless fields in AdS(d)
- Massive gauge-invariant field theories on spaces of constant curvature
- Quartet unconstrained formulation for massive higher spin fields
- Mixed-symmetry massive fields in AdS(5)
- BRST approach to Lagrangian formulation for mixed-symmetry fermionic higher-spin fields
- On electromagnetic interaction of massive spin-2 particle
- What is mass in desitterian physics?
- Lagrangian formulation of massive fermionic totally antisymmetric tensor field theory in AdS_d space
- BRST approach to Lagrangian formulation of bosonic totally antisymmeric tensor fields in curved space
- Note on antisymmetric spin-tensors
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- Unconstrained Higher Spins of Mixed Symmetry. I. Bose Fields
- Maxwell-like Lagrangians for higher spins
- Non-abelian cubic vertices for higher-spin fields in anti-de Sitter space
- Gauge fields in (anti)-de Sitter space and Connections of its symmetry algebra
- Gravitational cubic interactions for a simple mixed-symmetry gauge field in AdS and flat backgrounds
- Gauge fields in (A)dS within the unfolded approach: algebraic aspects
- Infinite (continuous) spin fields in the frame-like formalism
- Gauge invariant two-point vertices of shadow fields, AdS/CFT, and conformal fields
- Towards frame-like gauge invariant formulation for massive mixed symmetry bosonic fields. II. General Young tableau with two rows
- Frame-like Actions for Massless Mixed-Symmetry Fields in Minkowski space. Fermions
- General Lagrangian Formulation for Higher Spin Fields with Arbitrary Index Symmetry. 2. Fermionic fields
- Massive spin-2 in the Fradkin-Vasiliev formalism. I. Partially massless case
- CFT adapted gauge invariant formulation of massive arbitrary spin fields in AdS
- Gravitational cubic interactions for a massive mixed symmetry gauge field
- On electromagnetic interactions for massive mixed symmetry field
- Continuous-spin mixed-symmetry fields in AdS(5)
- Unified formulation for helicity and continuous spin fermionic fields
- Mixed-symmetry fields in AdS(5), conformal fields, and AdS/CFT
- Gauge invariant approach to low-spin anomalous conformal currents and shadow fields
- CFT adapted approach to massless fermionic fields, AdS/CFT, and fermionic conformal fields
- Higher Spin Interacting Quantum Field Theory and Higher Order Conformal Invariant Lagrangians
- Lagrangian formulation of massive fermionic higher spin fields on a constant electromagnetic background
- Frame- and Metric-like Higher-Spin Fermions
- Frame-like off-shell dualisation for mixed-symmetry gauge fields
- Fermionic Shift Symmetries in (Anti) de Sitter Space
- On Lagrangian Formulation for Spin (2,1,1) Massive Tensor Field on Minkowski Backgrounds
- Infinite spin fields in d = 3 and beyond
- Lagrangian BRST formulation of massive higher spin fields of generic symmetry type
- On massive spin-2 in the Fradkin-Vasiliev formalism. II. General massive case
- On general Lagrangian formulations for arbitrary mixed-symmetric higher-spin fermionic fields on Minkowski backgrounds