Chiral Dynamics, Nonleptonic Decays of K Mesons and the Derivation of ΔI=1/2 Rule
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概要
- 論文の詳細を見る
- 理論物理学刊行会の論文
- 1967-11-25
著者
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Minamikawa Toshiyuki
Department Of Physics Tokyo University Of Education
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Miyamoto Yoneji
Department Of Physics Tokyo University
関連論文
- Canonical Quantization of the Proper Time Formalism in the Dual Resonance Model
- π-N Scattering in Octet Model
- Where Is the Σ_b? : Progress Letters
- Mass Differences of Baryon Isomultiplets and Σ^_c - Σ^0_c
- Electromagnetic Mass Difference of Lowest Lying Hadrons and Behavior Quarks in Hadrons
- One Gluon Exchange Contribution to Electromagnetic Mass Differences
- Electromagnetic Mass Diffrerences of Charmed Particles
- Charmed Mesons
- Massless Vector Gluons in a Unified Gauge Theory of Weak, Electromagnetic and Strong Interactions
- On the Nature of τ-Mesons. II.
- On the Nature of τ-Mesons.I.
- Electromagnetic mass difference and the Structure of Baryon and Boson
- On the Excitation of the J^P=3/2^+ Decuplet and J^P=3/2^- Octuplet in the Neutrino Reaction on the Quark and the Cloud Models
- Nonleptonic Hyperon Decays
- Broken Symmetry and κ Meson
- Boson- and Baryon-Resonances in the Octet Model
- Nonleptonic Decays of Charmed Baryons in the Quark Model
- Nonleptonic Decays of Charmed Mesons in the Quark Model
- Compton Scattering at High Energies
- On the Application of the Veneziano Amplitude to Electromagnetic Mass Differences of πand K Mesons
- Nonleptonic Hyperon Decay in the Quark Model
- A Remark on the Symmetry Approaches to Strong and Weak Interactions
- Relativistic Three Field Model (12 Dimensional Pseudunitary Group) and Weak Current
- P-Wave Pion-Pion Interaction
- "Axial-Vector (Massive) Photon" and p-n Mass Difference
- Chiral Dynamics, Nonleptonic Decays of K Mesons and the Derivation of ΔI=1/2 Rule
- K^--P Reaction at Threshold
- SU(3) Chiral Dynamics
- Electromagnetic Mass Difference and the Structure of Baryon and Boson
- Symmetry Breaking in the SU(3) Chiral Dynamics
- Veneziano Model and Propertime Formulation
- Invariance Properties of Propertime Formulation of Dual Resonance Model
- Lagrangian Formulation of Dual Resonance Model
- Three Kinds of Triplet Model