On the Freund Model for Pomeranchuk Term
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概要
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Freund model for Pomeranchuk term is investigated in the near forward direction. A bootstrap equation is derived from a two-body unitarity equation at high energy for this purpose. The solution in the case that only the contributions of one-sided-quasi-two-body states are included in unitarity sum is discussed in the near forward direction. From the solution the form of differential cross-section for quasi-two-body scattering is obtained. It shows the same behavior as that expected from the Veneziano model and leads to an interesting condition for the relation between the intercept of Pomeranchuk trajectory and that of normal Regge trajectory.
- 理論物理学刊行会の論文
- 1971-10-25
著者
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