Representations of Superfields. II

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概要

• 論文の詳細を見る

• A representation theory of superfields is presented. This theory keeps the formal structure of the Lagrangian invariant, though extended to a superfield from an ordinary field. Moreover such a superfield should behave in the same way as a usual ordinary field. We formulate the algebras of the covariant derivatives, which are redefined in terms of Majorana covariant derivatives D and D. Using these operators, we construct the projection operators which decompose a linear vector superfields into irreduciblc representations. The forms of the irreducible representations are explicitly described, and the equivalence of the representations under supersymmetric transformations is discussed. Finally, we construct spin operators for superfields that satisfy the same commutation relation as the angular momentum operators, [s_i, s_j]=iε_<ijk>s_k.

• 理論物理学刊行会の論文
• 2000-01-25

著者

• Lee K‐h

  The Institute Of High Energy Science Department Of Physics Kyungpook National University

• LEE Kyung-Hwa

  The Institute of High Energy Science Department of Physics, Kyungpook National University

• Lee Kyung-hwa

  Kyungpook National University

• Lee Kyung-hwa

  The Institute Of High Energy Science Department Of Physics Kyungpook National University

関連論文

• Representations of Superfields. II
• Representations of Superfields : Particles and Fields

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