Short Distance Regge Singularities : Potential Models

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概要

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• Short distance Regge singularities are defined. Potentials of the form V(r)=G(r)r^<-2> with G(r)≃a/log r_0/r are used in order to simulated characteristic short distance singularities of asymptotically free field theories. The existence of an accumulation point of complex Regge poles at l=-1/2 is established for repulsive and attractive potentials. The relevance of the Schrodinger theory results for the problem of the bare Pomeron ins discussed briefly.

• 理論物理学刊行会の論文
• 1977-01-25

著者

• Oehme Reinhard

  Department Of Physics University Of Tokyo:the Enrico Fermi Institute And The Department Of Physics T

関連論文

• Short Distance Regge Singularities : Potential Models

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