スポンサーリンク
Department Of Pure And Applied Science University Of Tokyo | 論文
- Higher Order Calculations for d-Dimensional Lattice with d'-Dimensional Defect
- 1/n Expansion Up to Order 1/n^2. IV : Critical Amplitude Ratio R_x
- Renormalized Field Theory of Random Magnetic Mixtures with Competing Spin Anisotropies. I
- Principle of Corresponding State for Fluid Metals
- Critical Amplitude Ratio ξ_0^+/ξ_0^T in 1/n and ε Expansions
- 1/n Expansion Up to Order 1/n^2. II : Critical Exponent β for d=3
- Renormalized Field Theory of Random Magnetic Mixtures with Competing Spin Anisotropies. II : Condensed Matter and Statistical Physics
- 1/n Expansion Up to Order 1/n^2. III : Critical exponents γ and ν for d=3
- Renormalized Field Theory of Weakly Anisotropic Antiferromagnets under Gaussian Random Fields
- Gaussian Random Bond Problem for Annealed System in 1/n Expansion
- Spherical Limit of Coupled Time-Dependent n-Vector Models. I : Relaxation Phenomena for the Inversion of the Weak External Magnetic Field
- Quenched System in the Spherical Limit of the Random n-Vector Model : Proof of Vanishing of Mattis Spin Glass under Uniform External Field
- Phase Diagram in the Large N Limit of the Annealed N-Vector Model with Gaussian Random Bonds and Its Relation to the RP^ Model
- Renormalized Field Theory of Amorphous Magnets. I : Stability of Fixed Points in the Magnetic System with Random Easy Axes and Random Exchange Interactions
- ε Expansion for a Defect Space : Condensed Matter and Statistical Physics
- Renormalized Field Theory of Rhombohedral Antiferromagnets with Weak Spin Anisotropy