Okabe Yutaka | Department Of Pure And Applied Sciences Universtiy Of Tokyo

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著作論文

A Simple Method of Monte Carlo Renormalization Group
Optical Switch Array Using Banyan Network (Joint Special Issue on Photonics in Switching : Systems and Devices)
Optical Switch Array Using Banyan Network (Joint Special Issue on Photonics in Switching : Systems and Devices)
LiNb0_3 Wavelength Router Using Bridged Planar Spectrographs
Double Stage Flat Passband Acousto-Optic Wavelength Filter
Critical Phenomenon in a Neural Network Model : A Localization-Delocalization Transition of Excited Clusters
High-Temperature Series Analysis for the Classical n-Vector Model with a Free Surface : Condensed Matter and Statistical Physics
The 1/n Expansion to the Extraordinary Transition of Semi-Infinite System : Condensed Matter and Statistical Physics
Higher-Order Calculations for Weakly Random System in 1/n Expansion
General Scaling Theory of Magnetization and Susceptibility Profiles for a Semi-Infinite System : Condensed Matter and Statistical Physics
A Scaling approach to Monte Carlo Renormalization Group
Scaling Functions for the Surface Equation of State and for the Correlation Length : Monte Carlo Study : Condensed Matter and Statistical Physics
Monte Carlo Study of the Surface Critical Phenomena of the Ising Model : Condensed Matter and Statistical Physics
Effects of Shape and Boundary Conditions on Finite-Size Scaling Functions for Anisotropic Three-Dimensional Ising Systems
1/n Expansion Up to Order 1/n^2. IV : Critical Amplitude Ratio R_x
Theory of Antiferromagnetic Superconductors in the Presence of Nonmagnetic Impurities : One-Dimensional Model : Condensed Matter and Statistical Physics
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
1/n Expansion Up to Order 1/n^2. III : Critical exponents γ and ν for d=3
Effect of Weak Randomness on Corrections to Scaling

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