Position-Space Analytic Functions Dual to the Feynman Integrals and Their Mass-Superpositions
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概要
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We introduce a perturbational integral in position space which is dual to the Feynman integral in momentum space, and then study the analytic properties of a superposition of our integral with respect to the variables corresponding to the masses squared. The superposed function is presumed to be a working representation of the Wightman function satisfying the local commutativity condition.
- 理論物理学刊行会の論文
- 1968-10-25
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