Lagrangian and Minimal Currents for Multi-Local Hadron Fields in the Ur-Citon Scheme

スポンサーリンク

概要

• 論文の詳細を見る

• A general prescription to introduce conserved currents is given for multi-local hadron fields in the ur-citon scheme, which is a relativistic extension of the quark model. First Lagrangian formalism is developed. The characteristic feature of our multi-local fields, independence of the external coordinates of the internal ones, facilitates the correspondence of our theory to the usual local theory, and we can proceed almost straightly along the line of the usual theory. Secondly the "minimal" electromagnetic interaction is introduced through replacement of the usual derivatives by properly defined covariant derivatives. Then the e.m. form factors of nucleon for the current thus obtained are examined. Finally similar consideration is given for the usual type of multi-local fields whose center-of-mass coordinate is determined from the ones of constituent points.

• 1975-01-25

著者

• ISHIDA Shin

  Department of Physics and Atomic Energy Research Institute Nihon University

• OTOKOZAWA Jun

  Department of Physics and Atomic Energy Research Institute Nihon University

• Otokozawa Jun

  Department Of Physics : Atomic Energy Research Institute College Of Science And Engineering Nihon Un

• Otokozawa Jun

  Department Of Physics And Atomic Energy Research Institute College Of Science And Engineering Nihon

• OTOKAZAWA Jun

  Department of Physics, College of Science and Technology Nihon University

• Ishida Shin

  Department Of Physics And Atomic Energy Research Institute College Of Science & Technology Nihon University

関連論文

• Universal Yukawa Interactions of Multi-Local Hadrons and Their Application to Ground Particles
• Lagrangian and Minimal Currents for Multi-Local Hadron Fields in the Ur-Citon Scheme
• Multi-Local Hadron Fields : A Systematics of Hadrons in the Ur-Citon Scheme
• A Formulation of Duality Diagrams and Ur-Citon Scheme
• Scattering Amplitude in the Ur-citon Scheme
• Electromagnetic Form Factors of Baryons and Mesons, and "Ur-citon Scheme"
• Non-Leptonic Hyperon Decays and Ur-citon Scheme
• "Ur-citon" : An Attempt for Unfied Theory of Hadrons
• Boson Levels and Composite Model. II
• N/D Formalism for Scattering Amplitudes with Unstable Particles
• Decays of Baryon Resonances. II : Unified Interactions in Relativistic Quark Models
• Supersymmetric Freezing of Relative Time in the Covariant Oscillator Quark Model : Particles and Fields
• Infinite Component Wave Equation and Scattering Amplitude
• Magnetic Moments of Baryons and Fundamental Triplet
• Mass Spectrum of Exotic Particles in a Bose Quark Model
• A Suppression Mechanism for Radially Excited States and New Particles
• New Analyses of Anomalous Imaginary Part
• A Universal Spring and Regge Trajectories of Gluonic Hadrons
• Infinite Component Wave Function and Scattering Amplitude. II
• "Minimal Boosting" of SU(6) Scheme
• Electromagnetic Properties of Baryons and the Quark Model
• Large t Limit of Compton Scattering of a Scalar Photon by a Scalar Nucleon in Perturbation Expansion
• High Energy Limit of Scattering Amplitudes Involving Virtual Massless Bosons
• Possible Choice of Fundamental Particle Models
• Pion-Pion Interaction : Resonances Corresponding to ρ- and ω^0-Particles
• On the Semi-Classical Treatments of the Meson-Nucleon Scattering
• Mass Formula for Bosons and Composite Model
• Nonleptonic Hyperon Decays and Static SU(6) as a Rest-Condition
• Large t Limit of the Compton Scattering of a Vector Photon by a Scalar Nucleon in the Sixth Order Diagram
• Bose Quarks and Non-Leptonic Weak Interactions
• Mass Splitting of Mesons and Baryons and Composite Model
• Pion-Nucleon Scattering and Pion-Pion Interaction

もっと見る 閉じる

スポンサーリンク