On the Canonical Formalism of the Gravitational Field in the Expanding Universe
スポンサーリンク
概要
著者
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Nariai Hidekazu
Research Institute For Theoretical Physics Hiroshima Unicersity
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Kimura Toshiei
Research Institute For Theoretical Physics Hiroshima University
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Nariai Hidekazu
Research Institute For Theorerical Physics Hiroshima University
関連論文
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- On the Tests fo Gravitational Theories in Terms of an Artificial Satellite
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- On the Applicability of a Dust-like Model to a Collapsing or Anti-Collapsing Star at High Temperature
- On the Problem of Gravitational Collapse
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- Quantum Theory of Fields in an Expanding Space. I
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- On the Boundary Conditions in General Relativity
- Behavior of the Central Region of a Collapsing Star with Spherical Symmetry and Pressure Gradient
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- 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
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- On the Generation of Sound from the Primordial Turbulence in an Expanding Universe
- On the Gravito-C-Field in an Empty Region with Spherical Symmetry
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- Hydrodynamical Equations for a Collapsing Object with Spherical Symmetry in Terms of the Scalar-Tensor Theory of Gravity
- On the Non-Linear Effect of Cosmic Fluid in an Expanding Universe. II : Refinement and Extension of the Formalism
- The Optical Appearance of a Collapsing Star in Terms of the Scalar-Tensor Theory of Gravitation
- Quantization of the Generalized Rarita-Schwinger Equation
- 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
- Dynamics of a Rotating Gaseous Ellipsoid in an Expanding Universe
- 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
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- Note on Massive Tensor Field in General Convariant Gauges
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- The Photon Self-energy Problem and Microscopic Space-time Structure
- Note on the Gravitational Interaction
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- 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