Elementary Particles and Interactions

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概要

• 論文の詳細を見る

• We give the formalism of a theory invariant under the direct product P×S-R_3 where P is the Poincare group and S-R_3 the invariance group of strong interactions in the isospace H(R_<3^*>). Although the domain of charge conjugation C is H(R_<3^*>), we state and prove the CPT theorem. The formalism is extended to the group P× W-R_3 where W-R_3 is the invariance group of weak interactions in H(R_<3^*>).

• 理論物理学刊行会の論文
• 1964-12-25

著者

• HILLION Pierre

  Institut H. Poincare

• Hillion Pierre

  Institut Henri Poincare

関連論文

• 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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