Renormalized Expansions for Matrix Models
スポンサーリンク
概要
- 論文の詳細を見る
Matrix models of 2d quantum gravity coupled to matter fields are investigated by the renormalized perturbational method, in which the matrix model Hamiltonian is represented by the equivalent vector model. By the saddle point method, the renormalization group β-function is obtained in the successive approximation
- 理論物理学刊行会の論文
- 1994-09-25
著者
-
Hikami S
Univ. Tokyo Tokyo
-
Hikami Shinobu
Department Of Pure And Applied Sciences University Of Tokyo
-
Hikami Shinobu
Department Of Pure And Applied Sciences College Of Arts And Sciences University Of Tokyo
-
Hikami Shinobu
Department Of Basic Sciences University Of Tokyo
-
Hikami Shinobu
Research Institute For Fundamental Physics Kyoto University
関連論文
- Magnetic and Structural Properties of the High-T_c Superconductor Ho-Ba-Cu Oxide
- Characterization of the High-T_c Superconductor Y-Ba-Cu Oxide : Critical Current and Crystal Structure
- Magnetic Phase Transitions in 90 K Superconductors HoBa_2Cu_3O_ and GdBa_2Cu_3O_ Observed by ZF-μ^SR : Electrical Properties of Condensed Matter
- Spin-Orbit Interaction and Magnetoresistance in the Two Dimensional Random System
- Probing Magnetism of High-T_c Superconductor Y-Ba-Cu Oxide by Positive Muons
- High T_c Magnetic Superconductor : Ho-Ba-Cu Oxide
- High Transition Temperature Superconductor: Y-Ba-Cu Oxide
- Temperature Dependence of Anomalous Magnetism of High-T_c Superconductors : Rare-Earth-Ba-Cu Oxides
- Direct Evidence of Superconductivity of Y-Ba-Co Oxides : The Meissner Effect
- Structural Properties of a High-T_c Superconductor Ho-Ba-Cu Oxide Studied by Transmission Electron Microscopy
- WKB-Expansion of the HarishChandra-Itzykson-Zuber Integral for Arbitrary β(Condensed Matter and Statistical Physics)
- Localization Length and Inverse Participation Ratio of Two Dimensional Electron in the Quantized Hall Effect : Condensed Matter and Statistical Physics
- Anderson Localization and Nonlinear σ Model
- Quantum Effect, Critical Dynamics and One-Particle Excitation in 1/n Expansion. II
- Nonlinear σ Models on Symmetric Spaces and Large N Limit
- Scaling Function for Equation of State in 1/n and ε Expansions
- Scaling Function for Critical Scattering in 1/n Expansion : Numerical Results for Three-Dimension
- Crossover Exponent of the Spin Anisotropic n-Vector Model with Short-Range Interaction in 1/n Expansion
- Nonlocal Ginzburg-Landau Model for High-Temperature Superconductors in a Magnetic Field : Condensed Matter and Statistical Physics
- Nonlinear σ Model and Surface Fluctuation Model in the Large N Limit
- Critical Behavior of Classical n-Vector Model near Zero Temperature
- A Few Layered n-Vector Model in the Limit n→∞
- Consistency for a Critical Amplitude Ratio R_χ in l/n and ε Expansions
- Breakdown of Some Scaling Law Relations in 1/n Expansion
- Critical Exponents and Scaling Relations in 1/n Expansion. II : Classical n-Vector Model with Short-Range Interaction
- Critical Dynamics of Planar Ferromagnet with a Small Basal Plane Anisotropy
- Study of Specific Heat below T_c in 1/n Expansion
- Critical Temperature of n-Vector Model near two-Dimensions
- Fixed Points and Anomalous Dimensions in a Thirring-Type Model in 2+εDimensions
- Localization, Nonlinear σ Model and String Theory
- Generalized Grassmannian Nonlinear σ Model with a Group Parameter α
- Phase Transition of Quasi-Two Dimensional Planar System
- Non-Linear σ Model of Grassmann Manifold and Non-Abelian Gauge Field with Scalar Coupling
- Renormalized Expansions for Matrix Models
- Perturbational Calculation of the Quantum Hall Conductivity : Condensed Matter and Statistical Physics
- Anderson Localization of the Two-Dimensional Electron in a Random Potential under a Strong Magnetic Field : Condensed Matter and Statistical Physics
- Renormalization Group Functions of CP^ Non-Linear σ-Model and N-Component Scalar QED Model
- Equation of State in l/n Expansion : n-Vector Model in the Presence of Magnetic Field
- Critical Behavior of an Extremely Anisotropic n-Vector Model
- SUPERSYMMETRY AND ANDERSON LOCALIZATION(Dynamical Symmetry and Supersymmetry in Nuclear, Particle, and Atomic-Molecular Physics)