Dual-Resonance Amplitude as a Generalization of Feynman's Propagator
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概要
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With the aid of the dual four-position fields, the Veneziano amplitude is shown to have a functional integral representation whose prototype is found as the conventional Feynman propagator. The method of dual positions leads us to the boundary-value problem of Dirichlet's type and enables us to decompose easily the Koba-Nielsen kernel in correspondence with a factorization of the corresponding physical process.
- 理論物理学刊行会の論文
- 1971-08-25
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