スポンサーリンク
Department of Physics, Faculty of Science and Technology, Kinki University | 論文
- Renormalization of φ^4 Theory in SQM with a Kernel : Particles and Fields
- Necessity of a New Counter Term for Fermionic Theory with Yukawa Coupling in Stochastic Quantization : Particles and Fields
- Electron-Electron Correlation, Resonant Photoemission and X-Ray Emission Spectra
- Langevin Simulation of a Bottomless Hermitian Matrix Model for Two Dimensional Quantum Gravity : Particles and Fields
- Stabilization of φ^3-Model Based on Stochastic Quantization Method with Kerneled Langevin Equation : Particles and Fields
- New Procedure of Numerical Simulation of Long-Range Correlations and Energy Gaps by Stochastic Quantization : Fixed Potential Model and O(3) Nonlinear σ-Model : Particles and Fields
- Numerical Simulation of Nonlinear σ-Model by Means of Stochastic Quantization Method : Particles and Fields
- Possible Origin of Flavour Mixings in the Horizontal Gauge Theory : Particles and Fields
- Horizontal Gauge Interactions as the Origin of Lepton-Quark Masses and Flavour Mixings : Particles and Fields
- Realistic Model Building of Horizontal Gauge Interactions and Quark-Lepton Mass Matrices : Particles and Fields
- Increasing Cluster Size and the Third Correlation Moment f_3
- A Multi-Regge Model with the Threshold Factor for Cluster Production : Two-Component Analysis of Multiplicity Distributions in p-p Collisions at 50-400 GeV/c
- Unitarity Problem in Nonlocal Field Theories : Some Remarks on String Field Theory : Particles and Fields
- Minkowski Stochastic Quantization of the Vector Field Based on a Langevin Equation with a Kernel Factor : Particles and Fields
- Spontaneous Pauli-Villars Regularization in Induced Kaluza-Klein Theory with S^N Extra Space : Progress Letters
- Harmonic Expansions of Fields and Fermion Mass Problem in Generalized Kaluza-Klein Theory
- On the Lepton-Quark Masses
- Gauge Symmetries in Generalized kaluza-Klein Theories
- Derivation of a Generalized Stochastic Path-Integral Formulation Based on Ito Calculus : Particles and Fields
- The Spin-Dependent Gluon Distribution in a Proton