Canonical Approach to Spinning Particles

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概要

• 論文の詳細を見る

• We investigate a classical description of spinning particles as a dynamical system consisting of one displacement variable (the center-of-mass variable) and associated internal string variables which produce Fermi operators after the canonical quantization. The investigation is also made into the path integral expression to the propagator of such a spinning particle. We further discuss briefly the extension of the above dynamical system to the case of a bi-local spinning particle.

• 理論物理学刊行会の論文
• 1979-07-25

著者

• Naka Shigefumi

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

• NAKA Shigefumi

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

関連論文

• On the Bi-Local Model and String Model
• High-Dimensional Formulation of a Spinning Particle Interacting with External Gauge Fields
• On the Time Operator in Quantum Mechanics.II : General Prescription in One Dimensional Case
• The Time as an Observable in Quantum Mechanics
• Superfield Approach to Systems of Two and Three Spinning Particles
• Mass Structure of the String in High-Dimensioanl Unified Theory
• Canonical Approach to Spinning Particles

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