No.1014
漸近解析に於る幾何学的方法
Geometric methods in asymptotic analysis
研究集会報告集
 
1997/05/20〜1997/05/23
河合 隆裕
Takahiro Kawai
 
目 次
 
1. Some questions about the index of quantized contact transformations(Geometric methods in asymptotic analysis)---------------------1
    Department of Mathematics, University of California   Weinstein,Alan
 
2. Some Problems in Algebraic Analysis of Singular Perturbations(Geometric methods in asymptotic analysis)--------------------------15
    Research Institute for Mathematical Sciences, Kyoto University / Research Institute for Mathematical Sciences, Kyoto University   河合 隆裕 / 竹井 義次 (KAWAI,Takahiro / TAKEI,Yoshitsugu)
 
3. Stokes phenomena of holonomic systems(Geometric methods in asymptotic analysis)--------------------------------------------------21
    北海道大学理学部   本多 尚文 (HONDA,Naofumi)
 
4. Some isomorphism theorems of cohomology groups for completely integrable connections(Geometric methods in asymptotic analysis)---31
    お茶の水女子大学理学部数学科   真島 秀行 (Majima,Hideyuki)
 
5. Novikov's work on non-linear quasi-classical approximations(Geometric methods in asymptotic analysis)----------------------------36
    新潟大学工学部   田島 慎一 (TAJIMA,Shinichi)
 
6. Multiple-scale analysis of Duffing's equation and Fourier series expansion of Jacobi's elliptic functions(Geometric methods in asymptotic analysis)---49
    Department of Mathematics and Physics, Kinki University   青木 貴史 (AOKI,Takashi)
 
7. A dependence domain for a class of micro-differential equations with involutive double characteristics(Geometric methods in asymptotic analysis)---61
    Chiba University / Keio University   岡田 靖則 / 戸瀬 信之 (Okada,Y. / Tose,N.)
 
8. MASLOV FORM ON THE GROUP GENERATED BY INVERTIBLE FOURIER INTEGRAL OPERATORS(Geometric methods in asymptotic analysis)------------66
    DEPARTMENT OF MATHEMATICS, FACULTY OF SCIENCE AND TECHNOLOGY, SCIENCE UNIVERSITY OF TOKYO   MIYAZAKI,NAOYA
 
9. 量子化版等体積変換群の Berezin 表現(漸近解析に於る幾何学的方法)------------------------------------------------------------------76
    東京理科大学理工学部   大森 英樹 (Omori,Hideki)
 
10. DIFFERENTIAL EQUATIONS ON FILTERED MANIFOLDS(Geometric methods in asymptotic analysis)------------------------------------------91
    Kyoto University of Education   森本 徹 (MORIMOTO,TOHRU)
 
11. CONTACT GROUPOIDS AND PREQUANTIZATION(Geometric methods in asymptotic analysis)-------------------------------------------------93
    Universite Claude Bernard-Lyon I   DAZORD,Pierre
 
12. 戸田分子方程式のタウ関数による Laplace 変換の連分数展開(漸近解析に於る幾何学的方法)--------------------------------------------104
    大阪大学大学院基礎工学研究科   中村 佳正 (Nakamura,Yoshimasa)
 
13. Uses of Envelopes for Global and Asymptotic Analysis : geometrical meaning of renormalization group equation-------------------118
    Faculty of Science and Technology, Ryukoku University   国広 悌二 (Kunihiro,Teiji)
 
14. Exact WKB analysis of anharmonic oscillators.(Geometric methods in asymptotic analysis)----------------------------------------133
    RIMS   小池 達也 (KOIKE,Tatsuya)
 
15. THE OVSIENKO PRODUCT REVISED(Geometric methods in asymptotic analysis)---------------------------------------------------------134
    Department of Mathematics, Keio University   前田 吉昭 (MAEDA,YOSHIAKI)