The General Theory of the Interaction Representation, I : The Local Field
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概要
- 論文の詳細を見る
The general relation between the covariant commutation relation and the Green function of the field equation is given. This relation can be easily applied to find the commutation relation of the free field. With help of this relation we develop the general quantization theory for the system involving the general fields. Moreover, it is proved that the normal dependent term has no effects on the S-matrix and on the expectation values of the physical quantities. We shall point out the several erroneous conclusions in the other developments of the quantization theory.
- 理論物理学刊行会の論文
著者
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Umezawa Hiroomi
Institute Of Theoretial Physics Nagoya University
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Takahashi Yasushi
Institute Of Theoretical Physics Nagoya University
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Takahashi Yasushi
Institute of Theoretical Physics, Nagoya University
関連論文
- On the Transition Matrix and the Green Function in the Quantum Field Theory
- On the Problem of Gauge-Invariancy and Divergence in the Theory of Elementary Particles, I
- On the Applicability of the Method of the Mixed Fields in the Theory of the Elementary Particles
- On the Structure of the Interaction of the Elementary Particles, I : The Renormalizability of the Interactions
- The Vaccum in Quantum Electrodynamics
- On the Structure of the Interaction of the Elementary Pasticles, IV : On the Interaction of the Second Kind
- On the Renormalization in Quantum Electrodynamics
- The Self-energy of a Dirac Particle, and its Relativistic Covariance.
- Vacuum Polarization due to Various Charged Particles.
- Theory of the Interaction of Elementary Particles. V. : The Problem of Vacuum Polarization(3)
- Theory of the Interaction of Elementary Particles, IV_2. : The Problem of Vacuum Polarisation. (2)
- Theory of the Interaction of Elementary Particles. IV_1. : The Problem of Vacuum Polarization(1)
- Some General Formulae relating to Vacuum Polarization
- On the Self-stress
- The General Theory of the Interaction Representation, II : General Fields and Interactions
- On the Problem of Covariance in Quantum Electrodynamics, I
- On the Structure of the Interactions of the Elementary Particles, III : On the Renormalizable Field Theory
- On the Gauge Invariancy and the Structure of Elementary Particle
- On the Problem of Covariance in Quantum Electrodynamics, II
- The General Theory of the Interaction Representation, I : The Local Field
- On the Families of Spinor Fields
- On the Relativistically Improved Integration in Perturbation Theory. : Its Meaning in Feynman Theory
- An Improvement on the Integrations appearing in Perturbation Theory.