Quantization of the Generalized Rarita-Schwinger Equation
スポンサーリンク
概要
- 論文の詳細を見る
It is shown that the gauge invariance of massless spin 3/2 field is not consistent with the vector-spinor transformation property of the field components when we start from the ordinary Rarita-Schwinger equation. The assumptions used in the proof are (i) existence of the vacuum state (ii) existence of a unitary representation of the Poincare group and (iii) analytic behavior of the two-point function. In order to avoid the difficulty we generalize the Rarita-Schwinger equation so that redundant spin 1/2 parts are contained. The propagator is found with the aid of the reciprocal operator with respect to the linear operation appearing in the generalized field equation. Stueckelberg formalism is also proposed for the generalized system.
- 理論物理学刊行会の論文
- 1969-03-25
著者
-
Senba Kei
Department Of Physics Hiroshima University
-
Senba Kei
Department Of Orthopaedic And Neuro-musculoskeletal Surgery Faculty Of Medical And Pharmaceutical Sc
-
Kimura Toshiei
Research Institute For Theoretical Physics Hiroshima University
-
SENBA Kei
Department of Physics, Hiroshima University
関連論文
- Analyses of early events during chondrogenic repair in rat full-thickness articular cartilage defects
- A Form of the Neutral Current
- Single-Kaon Production by Neutrino and K_ Decay Form Factors
- Axial Anomaly for Gravitino and Unconventional FP Ghosts
- Energy Density Commutator for Massless Spin 3/2 Field in a Covariant Gauge
- Canonical Quantization of Massless and Massive Spin 3/2 Field in General Covariant Gauges
- Same Sign Dimuon Production and Charmed Quark Pair cc^^- Creation Effects in Inclusive ν(ν^^-)-N Scattering
- Chiral Symmetry in the Unified Fermion Theory. III : Quantization
- A Theory of Anomalous Gravitational Interaction. III : Breakdown of the Bianchi Identities
- Relation between Generators of Gauge Transformations and Subsidiary Conditions on State Vectors : Point Mechanical Systems with Atbitrary Numbers of Constraints : Particles and Fields
- Physically Acceptable Solution of Einstein's Equation for Many-Body System
- Hadroproduction of Heavy Mesons and QCD Effect on Scale Breaking
- Quark Jet Model and Total Cross Section in Photon-Nucleon Scattering
- Large p_T Inclusive Photoproduction and Hard Scattering Model
- On the Determination of the Ratios of Quark Fragmentation Functions by Inclusive Electro-Pion-Production Experiments
- On the Determination of the Ratios of Quark Fragmentation Functions in Inclusive Electroproduction
- On the Electromagnetic and Gravitational Interactions and Schwinger Terms
- Generator of Gauge Transformation in Phase Space and Velocity Phase Space : Particles and Fields
- On the Relation of First-Class Constraints to Gauge Degrees of Freedom
- On Higher Order Corrections in the Meson Theory of Nuclear Forces
- Anomalies in Four-Dimensional Curved Space with Torsion : Particles and Fields
- Covariant Lorentz Anomalies in Higher Dimensional Space : Particles and Fields
- Static Balance of Two Charged Particles in General Relativity
- Fokker Lagrangian and Coordinate Condition in General Relativity : Astrophysics and Relativity
- On Bound States in the Full Symmetry Theory
- On a Glueball in Radiative Decay of φ
- Theory of Mass Reversal in the Quantized Field Theory
- On the Mass Reversal in the Quantized Field Theory
- Two-Pion-Exchange Potential with Nucleon Pairs
- Electrodynamics in the Expanding Universe
- On the Canonical Formalism of the Gravitational Field in the Expanding Universe
- Quantum Theory of Fields in an Expanding Space. I
- : Astrophysics and Relativity
- Quantum Theory of Antisymmetric Higher Rank Tensor Gauge Field in Higher Dimensional Space-Time
- Einstein's Theory of Relativity and Mach's Principle
- Coordinate Condition and Higher Order Gravitational Potential in Canonical Formalism
- Pathological Dynamical System with Constraints
- Conformal and Axial Anomalies in Riemann-Cartan Space
- : Astrophysics and Relativity
- On the Path Integral in the Curved Space
- On the New Theory of Gravitation of Hoyle and Narlikar
- A Theory of Anomalous Gravitational Interaction. I : Case of the Bose Particle
- Quantization of the Generalized Rarita-Schwinger Equation
- Charge Independence Hypothesis and Leptons
- On a Classification of Light Particles
- Covariant Canonical Quantization of Massless Spin 3/2 Field in General Covariant Gauge
- On the Commutation Relation for the Canonical Energy Density
- On the Lagrangian for Many-Body System in General Relativity
- Potential in the Canonical Formalism of Gravity
- On the Choice of Gauge Conditions for Systems with Secondary First Class Constraints
- On the Consistency between Lagrangian and Hamiltonian Formalisms in Quantum Mechanics. III
- On the Commutator of Non-Conserved Stress Tensors
- Perturbation Calculation of Gravitational Potentials
- Coupling of Dirac Particle and Gravitational Field
- An Attempt to Derive the Gravitational Potential
- On the Quantum Field Theory of the Interaction between the Graviton and the Matter Field, II : Formulation without the Coordinate Condition
- Quantization of the Gravitational Field in the Expanding Universe
- Note on Massive Tensor Field in General Convariant Gauges
- Four-Body Forces and the Red Shift
- A Theory of Anomalous Gravitational Interaction. II : Case of the Dirac Particle
- The Photon Self-energy Problem and Microscopic Space-time Structure
- The Quark-Parton Model for Neutrino (Antineutrino) Semi-Inclusive Reactions and the Reciprocity Relation
- Note on the Gravitational Interaction
- On a Fixation of Gauge and True Observables of Yang-Mills Field
- On the Quantum Field Theory of the Interaction between the Graviton and the Matter Field
- On Consistency between Lagrangian and Hamiltonian Formalisms in Quantum Mechanics. II
- On the Quantization in Non-Linear Theories
- Divergence of Axial-Vector Current in the Gravitational Field
- Antisymmetric Tensor Gauge Field in General Covariant Gauges
- Divergence of Axial-Vector Current in the Gravitational Field. II : Anomalous Commutators and Model Theory
- Canonical Quantization of Massless Tensor Field in General Covariant Gauge
- Fixation of Physical Space-Time Coordinates and Equation of Motion of Two-Body Problem
- Curved Isospin Space with Torsion and Pion-Nucleon Interactions
- Note on Quantum Form of Non-Linear Lagrangian