No.1493
複素漸近解析の新展開と応用 ― 力学系, 総和法, 連分数をめぐって ―
New Trends and Applications of Complex Asymptotic Analysis ― around dynamical systems, summability, continued fractions ―
RIMS 研究集会報告集
 　
2005/05/30～2005/06/03
吉野　正史
Masafumi　Yoshino
　
目　次
　
1. From small divisors to Brjuno functions(New Trends and Applications of Complex Asymptotic Analysis : around dynamical systems, summability, continued fractions)---1
　　　　スコラ・ノルマル・スペリオーレ　　　マルミ ステファノ　(Marmi, S.)
　
2. Resurgent functions and splitting problems(New Trends and Applications of Complex Asymptotic Analysis : around dynamical systems, summability, continued fractions)---48
　　　　天体力学研究所　　　ソザン デイビット　(Sauzin, David)
　
3. Complex dynamics and quantum tunneling in the presence of chaos(New Trends and Applications of Complex Asymptotic Analysis : around dynamical systems, summability, continued fractions)---118
　　　　首都大学東京物理学部　　　首藤 啓　(Shudo, Akira)
　
4. Borel-Laplace transformations and invariant curves for the Henon maps(New Trends and Applications of Complex Asymptotic Analysis : around dynamical systems, summability, continued fractions)---135
　　　　愛媛大学理学部 / 愛媛大学理学部　　　平出 耕一 / 松岡 千博　(Hiraide, Koichi / Matsuoka, Chihiro)
　
5. Fast Diffusion in Multi-Degree-of-Freedom Hamiltonian Systems with Saddle-Centers(New Trends and Applications of Complex Asymptotic Analysis : around dynamical systems, summability, continued fractions)---153
　　　　岐阜大学工学部　　　矢ヶ崎 一幸　(Yagasaki, Kazuyuki)
　
6. ON HYPERBOLIC POLYNOMIAL DIFFEOMORPHISMS OF $\mathbb{C}^2$(New Trends and Applications of Complex Asymptotic Analysis : around dynamical systems, summability, continued fractions)---166
　　　　九州大学数理学研究院　　　石井 豊　(ISHII, Yutaka)
　
7. Classification of connected palette diagrams without area and its application to finding relations of formal diffeomorphisms(New Trends and Applications of Complex Asymptotic Analysis : around dynamical systems, summability, continued fractions)---175
　　　　お茶の水女子大学大学院人間文化研究科　　　柳井 佳奈　(Yanai, Kana)
　
8. Virtual turning points and isomonodromic deformations : On the observation of S. Sasaki for the creation of new Stokes curves of Noumi-Yamada systems(New Trends and Applications of Complex Asymptotic Analysis : around dynamical systems, summability, continued fractions)---191
　　　　近畿大学理工学部 / 京都大学数理解析研究所 / 京都大学理学研究科　　　青木 貴史 / 河合 隆裕 / 小池 達也[他]　(AOKI, Takashi / KAWAI, Takahiro / KOIKE, Tatsuya)
　
9. Resonances created by a conical intersection(New Trends and Applications of Complex Asymptotic Analysis : around dynamical systems, summability, continued fractions)---212
　　　　兵庫県立大学大学院物質理学研究科 / /　　　藤家 雪朗 / /　(Fujiie, Setsuro / Lasser, Caroline / Nedelec, Laurence)