スポンサーリンク
Department of Physics,Graduate School of Science Osaka University | 論文
- Normal Coordinates in Kahler Manifolds and the Background Field Method
- The Recovery of the Chiral Symmetry in Lattice Gross-Neveu Model : Particles and Fields
- μ-e Universality and the Spontaneous μ-e Mass Splitting
- Group Theoretic Analysis of Conformal Invariant Field Theories
- Quantum Equivalence of Auxiliary Field Methods in Supersymmetric Theories
- Three Dimensional Conformal Sigma Models(Particles and Fields)
- Wilsonian Renormalization Approach to Nonlinear Sigma Models(Frontiers of Quantum Physics)
- Three Dimensional Nonlinear Sigma Models in the Wilsonian Renormalization Method(Particles and Fields)
- A New Class of Conformal Field Theories with Anomalous Dimensions
- Wilsonian Renormalization Group Approach to N= 2 Supersymmetric Sigma Models(Particles and Fields)
- Large-N Limit of N=2 Supersymmetric Q^N Model in Two Dimensions
- Kahler Normal Coordinate Expansion in Supersymmetric Theories
- Low Energy Theorems in N=1 Supersymmetric Theory : Particles and Fields
- Diagonalization of the Light Cone QCD_4 Mass Operator in a Ladder Quarkonium Basis : Particles and Fields
- Supersymmetric Nonlinear Sigma Models as Gauge Theories
- Renormalization Groups of Gell-Mann and Low and of Callan and Symanzik
- Theory of Dynamical Symmetry Breaking
- Solutions of the Spinor-Spinor Bethe-Salpeter Equaton in the Scalar-Vector Sector
- Exact Solutions of the Spinor-Spinor Bethe-Salpeter Equation and Their Gauge Dependence
- The Adler-Bardeen Theorem in Quantum Electrodynamics