ISSN 1880-2818
数理解析研究所講究録2079 RIMS共同研究(公開型)
モデル理論における独立概念と次元の研究
京都大学数理解析研究所
2018年8月
RIMS Kôkyûroku 2079
Model theoretic aspects of the notion of independence and dimension
December 12~14, 2016 edited by Koichiro Ikeda
August, 2018
Research Institute for Mathematical Sciences Kyoto University, Kyoto, Japan
This is a report ofresearch done at the Research Institute for Mathematical Sciences, a Joint Usage/Research Center located in Kyoto University
The papers contained herein are in final form and will not be submitted for publication elsewhere.
モデル理論における独立概念と次元の研究
Model theoretic aspects of the notion of independence and dimension RIMS共同研究(公開型)報告集
2016年12月12日~12月14日 研究代表者 池田 宏一郎(Koichiro Ikeda)
月次
1. Bi-interpretability from a Categorical Viewpoint
荒武 永史(Hisashi Aratake) 京大(Kyoto U.)
2. Small stable theories with the tree property 13
池田 宏一郎(Koichiro Ikeda) 法政大(Hosei U.)
3. Model completeness revisited 昌典(Masanori Itai)
板井 Tokai U.)
4. INDEPENDENCE IN QUASIMINIMAL CLASSES 27
Kaisa Kangas U. Helsinki
5. A relation between definable G vector bundles and definable fiber bundles 川上 智博(Tomohiro Kawakami)
和歌山大(Wakayama U.)
6. BALANCED ZERO-SUM SEQUENCES AND MINIMAL
INTRINSIC EXTENSIONS 54
桔梗 宏孝(Hirotaka Kikyo)
神戸大(Kobe U.)
7. On decomposable generic graphs 61
前園 久智(Hİsatomo Maesono) 早大(Waseda U.)
8. On definable amenability ofdefinable groups in simple theories 68 岡部 峻典(Shunsuke Okabe) 神戸大(Kobe U.)
9. On the infinite Ramsey property for random graph 73
竹内 耕太(Kota Takeuchi) 筑波大(U. Tsukuba)
1 0. On the number of independent orders
坪井 明人(Akito Tsuboi) 筑波大(U. Tsukuba)
