No.968

1996/04/15〜1996/04/19

河合 隆裕

Takahiro Kawai

目　次

1. Recent developments in asymptotics obtained via integral representations of Stieltjes-transform type(Algebraic Analysis of Singular Perturbations)---1

　　　　School of Mathematics, University of Bristol　　　Boyd, W.G.C.

　

2. An Introduction to Hyperasymptotics using Borel-Laplace Transforms(Algebraic Analysis of Singular Perturbations)-----------------31

　　　　Department of Mathematics and Statistics, Brunel University　　　Howls, C.J.

　

3. On the structure of multiple-scale solutions of the Painleve equations with a large parameter(Algebraic Analysis of Singular Perturbations)---49

　　　　京都大学数理解析研究所 / 京都大学数理解析研究所　　　河合 隆裕 / 竹井 義次　(KAWAI, Takahiro / TAKEI, Yoshitsugu)

　

4. On perturbation series of eigenvalues of anharmonic oscillators.(Algebraic Analysis of Singular Perturbations)-------------------60

　　　　京都大学数理解析研究所　　　小池 達也　(Koike, Tatsuya)

　

5. Vanishing Theorems in Asymptotic Analysis III and Applications to Confluent Hypergeometric Differential Equations(Algebraic Analysis of Singular Perturbations)---76

　　　　お茶の水女子大学理学部数学科　　　真島 秀行　(Majima, Hideyuki)

　

6. DIFFERENTIAL EQUATIONS OF THETA CONSTANTS OF GENUS TWO(Algebraic Analysis of Singular Perturbations)-----------------------------96

　　　　大阪大学理学部　　　大山 陽介　(OHYAMA, YOUSUKE)

　

7. Graphical illustration of "double Stokes phenomena"(Algebraic Analysis of Singular Perturbations)-------------------------------104

　　　　上智大学理工学部　　　内山 康一　(UCHIYAMA, Koichi)

　

8. 分岐特性Cauchy問題の解の真性特異点(特異摂動の代数解析学)------------------------------------------------------------------------110

　　　　千葉工業大学工学部　　　山根 英司　(YAMANE, HIDESHI)

　

9. Normal Forms of Vector Fields and Diffeomorphisms(Algebraic Analysis of Singular Perturbations)---------------------------------125

　　　　中央大学経済学部　　　吉野 正史　(Yoshino, Masafumi)