Three-Particle Scattering without Divergence Difficulty

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概要

• 論文の詳細を見る

• Three-particle scattering theory is reexamined on the basis or the wave packet formalism. The cross section defined here is finite for the double scattering, and has a factorized form. Contributions from other than the on-shell double scattering to the cross section become negligibly small in a sharp limit of wave packet state in the momentum space. Furthermore for the outgoing wave function the regular asymptotic behavior r^<5/2> can be obtained even for the double scattering.

• 理論物理学刊行会の論文
• 1978-07-25

著者

• Yamazaki Miwae

  Department Of Physics Tokyo University Of Education

• Yamazaki Miwae

  Department Of Physics Saitama University

関連論文

• Complex Singularity and Unitarity
• P-Wave Resonance in Pion-Pion Scattering
• Finite Cross Section for Three-Particle Scattering
• Pion Production in Pion-Nucleon Collision with Assumption of Strong Pion-Pion Interaction
• Composite Particle and Vertex Function in the Nonrelativistic Off-Shell Theory
• N/D Formalism for Scattering Amplitudes with Unstable Particles
• Three-Particle Scattering without Divergence Difficulty
• K-Matrix Formalism for Three-Body Scattering and Bound-State Scattering
• Meson Form Factor in One Loop Order
• Asymptotic Behavior of Pion Form Factor

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