First Order Formalism for Massive Mixed Symmetry Tensor Fields in Minkowski and (A)dS Spaces
arXiv:hep-th/0306292
Abstract
In this paper we extend our recent results (hep-th/0304067) on the first order formulation for the massless mixed symmetry tensor fields to the case of massive fields both in Minkowski as well as in (Anti) de Sitter spaces (including all possible massless and partially massless limits). Main physical results are essentially the same as in hep-th/0211233.
9 pages, LaTeX 2e, no figures
References in corpus (18)
- Nonlinear Equations for Symmetric Massless Higher Spin Fields in
- Gauge Invariances and Phases of Massive Higher Spins in (A)dS
- 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
- On Massive High Spin Particles in (A)dS
- Exotic tensor gauge theory and duality
- Consistent deformations of dual formulations of linearized gravity: A no-go result
- Arbitrary Spin Representations in de Sitter from dS/CFT with Applications to dS Supergravity
- On the mixed symmetry irreducible representations of the Poincare group in the BRST approach
- On Massive Mixed Symmetry Tensor Fields in Minkowski Space and (A)dS
- First Order Formalism for Mixed Symmetry Tensor Fields
- Duality for symmetric second rank tensors. II. The linearized gravitational field
- Couplings between generalized gauge fields
- An Exotic Theory of Massless Spin-Two Fields in Three Dimensions
- Interactions of a massless tensor field with the mixed symmetry of the Riemann tensor. No-go results
- Partially Massless Spin-2 Fields in String Generated Models
- Interacting mixed-symmetry type tensor gauge fields of degrees two and three: a four-dimensional cohomological approach
Cited by in corpus (32)
- Geometric Formulation for Partially Massless Fields
- Gauge invariant Lagrangian construction for massive bosonic higher spin fields in D dimentions
- On massive spin 2 interactions
- Frame-like gauge invariant formulation for massive high spin particles
- Unconstrained Higher Spins of Mixed Symmetry. I. Bose Fields
- Bosonic conformal higher--spin fields of any symmetry
- BRST approach to Lagrangian construction for fermionic massless higher spin fields
- Mixed-symmetry fields in de Sitter space: a group theoretical glance
- Frame-like Actions for Massless Mixed-Symmetry Fields in Minkowski space
- Mixed-Symmetry Massless Fields in Minkowski space Unfolded
- Gauge fields in (anti)-de Sitter space and Connections of its symmetry algebra
- Gauge fields in (A)dS within the unfolded approach: algebraic aspects
- Geometric Lagrangians for massive higher-spin fields
- On massive spin 2 electromagnetic interactions
- Toward frame-like gauge invariant formulation for massive mixed symmetry bosonic fields
- Ordinary-derivative formulation of conformal totally symmetric arbitrary spin bosonic fields
- General Lagrangian Formulation for Higher Spin Fields with Arbitrary Index Symmetry. I. Bosonic fields
- General Lagrangian Formulation for Higher Spin Fields with Arbitrary Index Symmetry. 2. Fermionic fields
- Frame-like Actions for Massless Mixed-Symmetry Fields in Minkowski space. Fermions
- Consistent deformations of [p,p]-type gauge field theories
- Gravitational cubic interactions for a massive mixed symmetry gauge field
- Lagrangian formulation of massive fermionic totally antisymmetric tensor field theory in AdS_d space
- Cohomological BRST aspects of the massless tensor field with the mixed symmetry (k,k)
- Generalized Einstein Operator Generating Functions
- On Dual Formulations of Massive Tensor Fields
- Couplings between a single massless tensor field with the mixed symmetry (3,1) and one vector field
- Higher Spin Interacting Quantum Field Theory and Higher Order Conformal Invariant Lagrangians
- Conformal self-dual fields
- Conformal totally symmetric arbitrary spin fermionic fields
- More on dual actions for massive spin-2 particles
- Selfinteractions in collections of massless tensor fields with the mixed symmetry (3,1) and (2,2)
- Generalized couplings between an Abelian -form and a (3,1) mixed symmetry tensor field