| 2 THEORETICAL PHYSICS |
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| 2.1 Quark-Hadron Nuclear Physics |
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1. Langevin Approach to Nuclear Dynamics and Fusion Hindrance of Massive
Nuclear Systems |
| Y. Abe |
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| 2. The Y (2175) State in the QCD Sum Rule |
| Hua-Xing Chen, Xiang Liu, Atsushi Hosaka and Shi-Lin Zhu |
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| 3. Chiral Properties of Flavor SU(3) Baryon Fields |
| Hua-Xing Chen, Veljko Dmitrasinovic, Atsushi Hosaka, Keitaro Nagata and
Shi-Lin Zhu |
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| 4. The nature of baryon resonances in the chiral unitary approach |
| T. Hyodo, D. Jido and A. Hosaka |
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| 5. Bottom Baryons |
| Xiang Liu, Hua-Xing Chen, Yan-Rui Liu, Atsushi Hosaka and Shi-Lin Zhu |
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| 6. Systematic study of 9;10;11Li with the tensor and pairing correlations |
| T. Myo, Y. Kikuchi, K.Kato, H.Toki and K. Ikeda |
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| 7. Resonances of 7He using the complex scaling method |
| T. Myo, K. Kato and K. Ikeda |
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| 8. Tensor optimized shell model with unitary correlation operator using bare
interaction for@4He |
| T. Myo, H. Toki and K. Ikeda |
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| 9. Linear sigma model for N, and ą(1232) and its chiral partners |
| Keitaro Nagata, Veljko Dmitrasinovic and Atsushi Hoasaka |
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| 10. Relativistic description of semi-infinite nuclear matter with vacuum polarization |
| Naoko Nose-Togawa, Akihiro Haga, Setsuo Tamenaga and Hiroshi Toki |
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| 11. Relativistic chiral mean field model with high-spin pion field for finite
nuclei |
| Y. Ogawa, H. Toki, S. Tamenaga and A. Haga |
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| 12. The role of gauged Wess-Zumino-Witten term in kaon photoproduction |
| S. Ozaki, H. Nagahiro and A. Hosaka |
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