General Ward-Like Relations in Canonical Field Theory

スポンサーリンク

概要

• 論文の詳細を見る

• Infinitesimal canonical transformation of a field operator is written in terms of the chronological product of the field operator and the generating current. This relation is then generalized to the infinitesimal transformation of the chronological (and retarded) products of any number of field operators. It is shown that the general relations thus obtained contain identities known as the generalized Ward relations in various forms. The general relations given in integral form are converted into differential form. The relation to the similar identities obtained by the path integral method is discussed and use of the general relations is suggested. The argument of a previous paper is, thus, refined and extended in three aspects: (i) constraint variables are treated systematically, (ii) it is pointed out that the general relations hold true for the retarded products, (iii) relation to the path integral method is discussed.

• 理論物理学刊行会の論文
• 1977-05-25

著者

• Goto Tetsuo

  Atomic Energy Research Institute Nihon University

• TAKAHASHI Yasushi

  Theoretical Physics Institute, Department of Physics University of Alberta

• Goto Tetsuo

  Theoretical Physics Institute Department Of Physics University Of Alberta

• Takahashi Yasushi

  Theoretical Physics Institute Department Of Physics University Of Alberta

• Takahashi Yasuyoshi

  Department of Physics, Kumamoto University

• TAKAHASHI Yoshiyuki

  Department of Applied Mathematics, Osaka University

• GOTO Tetsuo

  Atomic Energy Research Institute College of Science and Technology, Nihon University

• GOTO Tetsuo

  Theoretical Physics Institute, Department of Physics University of Alberta

• GOTO Tetsuo

  Department of Physics and Atomic Energy Research Institute College of Science and Technology, Nihon University

• Takahashi Yoshio

  Theoretical Physics Institute, Dept. of Physics, Univ. of Alberta

関連論文

• Formal Solution of Fokker-Planck Equation in the Operator Approach
• An Operator Formalism to the Path Integral Method
• Microscopic Derivation of the Spin-Orbit Potential of Mass-Three Nucleus : Nuclear Physics
• Towards the Statistical Mechanics of Chaos
• On the Bi-Local Model and String Model
• Rarita-Schwinger Paradoxes as a Common Disease in Constrained Systems
• On the Time Operator in Quantum Mechanics.II : General Prescription in One Dimensional Case
• The Time as an Observable in Quantum Mechanics
• Study of Rapidity Spacings
• Galilei Covariance and (4,1)-de Sitter Space
• Poincare Group and the Relativistic Wave Equation of the Extended Particle Model
• Role of the S-Wave Pion-Nucleon Interaction in Combined Pion Condensation
• Collective Mode of Nucleon System with π^0 Condensate
• Instability of Neutron Star Matter for Pion Condensation
• Comments on Pion Condensation
• On the Time Operator in Quantum Mechanics : Three Typical Examples
• General Ward-Like Relations in Canonical Field Theory
• Chaos, External Noise and Fredholm Theory
• The Interaction of the Bi-Local Field with the External Field
• Comment on Enhancements in the Reaction K^-d→π^-∧p
• A Unified Investigation of Enhancements in the Multi-Channel Problem by the D-Matrix Eigenvalue in the N/D Method
• On the Solution of the Form Factor in Coupled Multi-Channel Problem
• The Role of the Y_1^* Resonances in the K^^--Nucleus Reactions at Medium Energies
• Can We Understand High Energy Cosmic-Ray Spectra on the Basis of the Scaling Hypothesis?
• SU(3) Shell Model in a Deformed Harmonic Oscillator Basis
• Quasiparticle Approximations in an Exactly Solvable Model
• A Spinor Reconstruction Theorem
• Spontaneous Breakdown of Symmetry and the Gauge Invariance in a Relativistic Field Theory
• The First Order Schrodinger Equation, the Symmetrization of the Stree Tensor and the Spin-Orbit Coupling : General of Theoretical Physics
• Electromagnetic Interaction of a Spin 3/2 Field
• A Spinorization of the Frenet-Serret Equation
• The Energy-Mass Relation in Non-Relativistic Field Theory and E=mc^2
• Quantum Field Confined to a Finite Domain as a Model of Hadrons: Case of a Spherical and Rigid Domain
• Analyzing Powers in the n-d Scattering and 2-N Interaction
• Generalized Maxwell Equations and the Gauge Mixing Mechanism of Mass Generation
• A Ruler and a Compass in Elementary Theory of Special Relativity

もっと見る 閉じる

スポンサーリンク