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Yukawa Institute For Theoretical Physics Kyoto University:(present Office)department Of Physics Kyot | 論文
- Pion and σ-Meson at Finite Temperature
- Fermionic Collective Modes in QGP near Critical Temperatures(Hot QCD and QGP, Dense hadronic and quark matter, New Frontiers in QCD-Exotic Hadrons and Hadronic Matter-)
- Chapter X Outlook
- Chapter VII Neutral Pion Condensation in Hot and Dense Nuclear Matter
- Chapter V Toward Realistic Treatment of Neutral Pion-Condensed State
- Neutral Pion Condensation and Alternating Layer Spin Model Including Isobar Δ(1232) in Hot Symmetric Nuclear Matter
- A Self-Consistent Mean-Field Approach to the Dynamical Symmetry Breaking : The Effective Potential of the Nambu and Jona-Lasinio Model : Particles and Fields
- A Novel Quasi-Particle Picture of Massless and Massive Quarks Coupled with a Massive Boson at Finite Temperature and Its Effect on the Dilepton Production Rate(CGC/Lattice QCD/etc.,New Frontiers in QCD 2008-Fundamental Problems in Hot and/or Dense Matter-
- Novel Collective Excitations and the Quasi-Particle Picture of Quarks Coupled with a Massive Boson at Finite Temperature(Nuclear Physics)
- Pre-Critical Phenomena of Two-Flavor Color Superconductivity in Heated Quark Matter : Diquark-Pair Fluctuations and Non-Fermi Liquid Behavior(Nuclear Physics)
- Non-Equilibrium Critical Dynamics and Precursory Phenomena in Color Superconductivity(Proceedings of the YITP Workshop on Nuclear Matter under Extreme Conditions)
- Pseudogap of Color Superconductivity (Poster contributions)
- Some Recent Topics on Possible Chiral Restoration in Nuclear Medium (General overview)
- Chiral and Color-Superconducting Phase Transitions with Vector Interaction in a Simple Model(Prog. Theor. Phys. 108(2002), 929.)
- Chiral Restoration and the Scalar and Vector Correlations in Hot and Dense Matter
- Chiral and Color-Superconducting Phase Transitions with Vector Interaction in a Simple Model
- Chiral and Color-Superconducting Phase Transitions with Vector Interaction in a Simple Model
- Schwinger-Type Boson Realization for the su(4) Algebra : In Relation to the Description of Many-Fermion Systems in Pairing Correlation
- Schwinger-Type Boson Realization for Three Sub-Algebras of the su(4) Algebra : The so(5), the so(4) and the su(2)⊗su(2) Algebra
- The Renormalization-Group Method Applied to Asymptotic Analysis of Vector Fields : Condensed Matter and Statistical Physics