K-Matrix Formalism for Three-Body Scattering and Bound-State Scattering
スポンサーリンク
概要
- 論文の詳細を見る
The K-matrix formalism corresponding to the T-matrix formalism given by Faddeev is described for the three-body and bound-state scatterings.
- 理論物理学刊行会の論文
- 1965-08-25
著者
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Yamazaki Miwae
Department Of Physics Tokyo University Of Education
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Yamazaki Miwae
Department Of Physics Saitama University
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MISHIMA Nobuhiko
Department of Physics, Tokyo Gakugei University
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Mishima Nobuhiko
Department Of Physics State University Of New York At Buffalo : College Of Science And Engineering A
関連論文
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- 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
- Observation of the (π,π) Resonance in the Pion Production Process
- Generalized Projection Operator Method of Constrained Systems : Particles and Fields
- Note on the Four-Particle Scattering Theory
- A Generalized Lovelace Equation in the Relativistic Faddeev Formalism. II
- Four-Particle Scattering in Nonrelativistic Theory. II
- Composite-Particle Scattering in Nonrelativistic Off-Shell Theory
- Mathematical Problem for the Off-Shell Method