Fermion Mass Generation in Chiral-Symmetric Gauge Theories : Particles and Fields
スポンサーリンク
概要
- 論文の詳細を見る
The possibility of fermion mass generation in chiral-symmetric gauge theories has been examined by means of renormalization group equations. It is concluded that it is realized only for a particular value of the gauge coupling constant in a possible case. In QCD based on the color SU(3) gauge group an approximate calculation shows that fermion mass generation is feasible only when the number of quark flavors is equal to or larger than five.
- 理論物理学刊行会の論文
- 1989-10-25
著者
-
Okawa M
National Lab. High Energy Phsics(kek) Tsukuba Jpn
-
Okawa Masanori
National Laboratory For High Energy Physics (kek)
-
Okawa Masanori
National Laboratory For High Energy Physics
-
Nishijima K
Univ. Tokyo Tokyo Jpn
-
Nishijima Kazuhiko
Research Institute For Fundamental Physics
-
Nishijima Kazuhiko
Research Institute For Fundamental Phisics Kyoto University
-
NISHIJIMA Kazuhiko
Department of Physics, University of Tokyo : Research Institute for Fundamental Physics, Kyoto University
-
NISHIJIMA Kazuhiko
Research Institute for Fundamental Physics, Kyoto University
-
NISHIJIMA Kazuhiko
Centre de Physique Theorique, Ecole Polytechnique
関連論文
- Renormalization Groups of Gell-Mann and Low and of Callan and Symanzik
- The Adler-Bardeen Theorem in Quantum Electrodynamics
- Renormalization of the Spontaneously Broken Gauge Theories
- Renormalization Group and the High Energy Behavior of the Forward Scattering Amplitude
- Conception of Generations(Frontiers of Quantum Physics)
- Color Confinement and the Asymptotic Condition : Particles and Fields
- Opening Address
- Zero Mass Renormalization and an Identity in Quantum Electrodynamics
- Representations of BRS Algebra Realizable in the Landau Gauge : Progress Letters
- Color Confinement and the Asymptotic Condition. II : Particles and Fields
- The Becchi-Rouet-Stora Transformation for the Gravitational Field
- Multi-Mass Callan-Symanzik Equation. II : Particles and Fields
- Mesons and Field Theory
- Color Confinement and the Number of Generations
- Confinement and Hadronization Based on BBS Algebra : Particles and Fields
- Confinement versus Non-Confinement and BRS Transformation : Particles and Fields
- Multi-Mass Callan-Symanzik Equation : Particles and Fields
- Representations of BRS Algebra in the Landau Gauge : Particles and Fields
- Nature of the Schwinger Term in Spinor Electrodynamics
- Dispersion Approach to Homogeneous Renormalization Group Equations
- Dispersion Approach to Anomalies in the Axial-Vector Ward-Takahashi Identities
- Effect of Regge Cut in Asymptotically Free Field Theory
- KEK VPP500/80 Project
- Higgs-Kibble Mechanism and the Electron-Muon Mass Ratio
- A New Method to Calculate Anomalous Dimensions in Renormalizable Field Theory
- Anomalous Dimensions of Composite Particles
- Fermion Mass Generation in Chiral-Symmetric Gauge Theories : Particles and Fields
- Covariant Canonical Quantization of Massless Rarita-Schwinger Field
- Renormalization in a Symmetry-Broken Theory
- Homogeneous Renormalization Group Equations
- Quark Mass Generation and Renormalization Group : Particles and Fields
- Observable States in the Representations of BRS Algebra : Particles and Fields
- Color Confinement and a Superconvergnece Relation
- The Casimir Operator in the Representations of BRS Algebra : Particles and Fields
- Power Laws in the Dispersive Approach to Field Theory
- Ward-Takahashi Identities in Quantum Electrodynamics
- Fermion Mass Generation and the Schwinger-Dyson Equation : Particles and Fields
- : Particles and Fields