Schwinger Equations for the Yang-Mills and the Gravitational Fields

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概要

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• It is established that the nonlinear gauge formulation of non-Abelian gauge fields is equivalent to the path-dependent and gauge-independent field-theoretic formalism of Mandelstam. This is proved by showing that the generating functionals for the Yang-Mills and the gravitational fields in the functional integral form, derived using the method of nonlinear gauge, are solutions of Mandelstam's equations for the auxiliary Green's functions of the Yang-Mills and the gravitational field, respectively. Schwinger equations for the gravitational field in the harmonic gauge are also obtained.

• 理論物理学刊行会の論文
• 1971-05-25

著者

• Maheshwari Amar

  Department Of Physics University Of Tokyo

• Maheshwari Amar

  Department Of Physics University Of Tokyo : Department Of Physics University Of Delhi

• MAHESHWARI Amar

  Department of Physics, University of Tokyo : Department of Physics, University of Delhi

関連論文

• Weak Interaction as an S-Matrix
• Schwinger Equations for the Yang-Mills and the Gravitational Fields

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