Relativistic Wave Equations for Particles with Internal Structure and Mass Spectrum

スポンサーリンク

概要

• 論文の詳細を見る

• We consider a class of wave equations which couple an infinite number of tensors or spinors of all ranks. Such a System of equations naturally possesses an infinite number of mass levels, and each eigenfunction implicitly contains a built-in form factor. Two simple examples of first order differential equations are examined. One is based on the set of all finite representations D(n / 2, n / 2) or (n / 2+s, n / 2)+D(n / 2, n / 2+s), n=0, 1, 2, ..., of the Lorentz group, and gives a mass spectrum resembling the hydrogeen atom, but probability densities and form factors are unphysical. The other model is based on a unitary representation of the group 0(4, 2), and has an inverted hydrogen-like spectrum. The latter corresponds to a generalization of a model first proposed by Majorana.

• 理論物理学刊行会の論文

著者

• Nambu Yoichiro

  The Enrico Fermi Institute For Nuclear Studies And The Department Of Physics The University Of Chica

• Nambu Yoichiro

  The Enrico Fermi Institute And Department Of Physics The University Of Chicago

• Nambu Yoichiro

  The Enrico Fermi Institute For Nuclear Studies And The Department Of Physics The University Of Chicago

関連論文

• Quantum Electrodynamics in Nonlinear Gauge
• Directions of Particle Physics
• Relativistic Wave Equations for Particles with Internal Structure and Mass Spectrum
• Baryon Structure and Electromagnetic Properties

スポンサーリンク