Relativistic Rotators and Bilocal Theory

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概要

• 論文の詳細を見る

• The notion of relativistic, or "particle" rotator, which is the system of four "beingrossen" centered on a moving point in Minkowski space, has recently been introduced to describe kinematically the average motion of extended particles in space time. In this paper, we further study this system as such and show its similarity with the bilocal theory introduced by Yukawa. The special example of the hyper-spherical rotator is treated in detail by replacing the original beingrossen variables with complex triad variables and relativistic Euler angles.

• 理論物理学刊行会の論文
• 1960-03-25

著者

• Takabayasi Takehiko

  Institut Henri Poincare

• Bohm David

  Bristol University

• HILLION Pierre

  Institut H. Poincare

• VIGIER Jean-Pierre

  Institut H. Poincare

• Takabayasi Takehiko

  Institut H. Poincare : The Physics Institute University Of Nagoya

• TAKABAYASI Takehiko

  Institut H. Poincare : the Physics Institute, University of Nagoya

関連論文

• 9.ON GENERAL THEORY OF RELATIVISTIC HYDRODYNAMICS WITH INTRINSIC ANGULAR MONMENTUM
• Relativistic Rotators and Bilocal Theory
• Elementary Particles and Interactions
• The Group SL(2, R) and the Internal Structure of Elementary Particles

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