Restriction on the Coupling Constant from Analyticity and Unitarity of the S-Matrix
スポンサーリンク
概要
- 論文の詳細を見る
Two ways of restricting the coupling constant are considered, one is based on the "product representation" of the S-matrix and the other is based on the analytic properties of the "Jost function". The former gives only a certain inequality to the value of the coupling constant, and it becomes indefinite within the interval allowed, while the latter, in the case when the relevant pole is due to a composite particle, gives a definite value of the coupling constant, but in the case when the pole is due to an elementary particle the value of the coupling constant becomes indefinite within the interval allowed. The connexion between the two methods is also discussed.
- 理論物理学刊行会の論文
- 1963-01-25
著者
-
Kanki Takeshi
Institute of Physics, College of General Education, Osaka University
-
Kanki Takeshi
Institute Of Physics College Of General Education Osaka University
-
OGIMOTO Takesi
Institute of Physics, College of General Education Osaka University
-
Ogimoto Takesi
Institute Of Physics College Of General Education Osaka University
-
Kanki Takeshi
Institute Of Physics College Of General Education Osaka Univeristy
関連論文
- QCD Sum Rule at Finite Temperature
- Reflection Symmetry of Conspiring Fermion Trajectories
- Unsubtracted Dispersion Relations in Weak Interactions and Composite Particles
- Multiperipheral Parton Model.III : On the Existence of Multiperipheral Chains inside the Nucleon
- ρ-Meson Nucleon Scattering as an Inelastic Channel of P^ Pion-Nucleon Scattering
- Large p_T Pion Production and Clustered Parton Model
- N/D Method and Inverse-Amplitude Method
- Formation of Six-Quark Clusters in Nuclei and EMC Effect : Nuclear Physics
- Reggeized Quark Multiperipheral Model for Dual Sheets
- Multiperipheral Parton Model. I : A Generalization of Kogut-Susskind Model