Papers - Shimomura, Shun
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ある退化 Garnier 系と ４階 Painlev'e 方程式
-- パンルヴェ方程式の眺望 -- Rokko Lectures in Mathematics（神戸大学）7, 41 - 47 2000
Single Work
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A confluent hypergeometric system associated with Phi_3 and a confluent Jordan-Pochhammer equation
SHIMOMURA SHUN
Fukcial. Ekvac. 42 225-240 1999.08
Research paper (scientific journal), Single Work, Accepted
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Value distribution of Painlev'e transcendents of the third kind
SHIMMURA SHUN
Complex Variables 40 51-62 1999
Research paper (scientific journal), Single Work, Accepted
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On a generalized Bessel function of two variables II.Case of coalescing saddle points
SHIMOMURA SHUN
Tohoku Math. J. 50 389-406 1998.09
Research paper (scientific journal), Single Work, Accepted
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Asymptotic expansions and Stokes multipliers of the confluent hyper geometric function Φ２ Ⅱ Behavior near（∞，∞）in P1(σ)×P1(σ)
SHIMOMURA SHUN
J.Math. Soc. Japan 50 1--22 1998.01
Research paper (scientific journal), Single Work, Accepted
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A system associated with the confluent hyper geometric function Φ３ and a certain linear ordinary differential equation with two irregular singular points
SHIMOMURA SHUN
Internat. J. Math. 8 689–702 1997.08
Research paper (scientific journal), Single Work, Accepted
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An initial value problem associated with a Painlevé equation on the positive real axis
SHIMOMURA SHUN
Nonlinear Anal. Proceedings of the Second World Congress of Nonlinear Analysts, Part 4 (Athens, 1996) 30 2161–2168 1997
Research paper (scientific journal), Single Work, Accepted
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Connection formulae for solution of a system of partial differential equations associated with the confluent hyper geometric function Φ２
SHIMOMURA SHUN
Proc.Japan Acad. Ser.A 72 82–84 1996.04
Research paper (scientific journal), Single Work, Accepted
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On a generalized Bessel function of two variables,Ⅰ
SHIMOMURA SHUN
J.Math. Anal. Appl. 187 468–484 1994.10
Research paper (scientific journal), Single Work, Accepted
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Asympfotic expansions and Stokes multipliers of the confluent hyper geometric functionΦ２，Ⅰ
SHIMOMURA SHUN
Proc.Royal Soc. Edinbrgh 123 1165–1177 1993
Research paper (scientific journal), Single Work, Accepted
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Some remarks on the fifth Painleve equation on the positive real axis
SHIMOMURA SHUN
Proc.Japan Acad. Ser.A 68 172–174 1992.09
Research paper (scientific journal), Single Work, Accepted
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On the fixed singular points of Painlevé equations [translation of Sûgaku 39 (1987), no. 4, 289–304; Sugaku Expositions]
SHIMOMURA SHUN; Takano, Kyoichi; Yoshida, Setsuji
Sugaku Expositions 5 93–114 1992
Research paper (other academic), Joint Work, Accepted
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On an asymptotic property of a nonlinear ordinary differential equation
SHIMOMURA SHUN
Tokyo J. Math. 14 329–340 1991
Research paper (scientific journal), Single Work, Accepted
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On solutions of the fifth Painlrve equation on the positive real axis
SHIMOMURA SHUN
Equation differentielles dans le champ complexe II(Strasbourg)(論文集) 39 - 57 1990.01
Research paper (conference, symposium, etc.), Single Work
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Painleve方程式の動かない特異点について
高橋恭一,下村俊,吉田節治
数学 39 289–304 1987.10
Joint Work
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On solutions of the fifth Painleve equation on the positive real axis Ⅱ
SHIMOMURA SHUN
Funkcial.Ekvac. 30 203–224 1987.10
Research paper (scientific journal), Single Work, Accepted
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A family of solution of a nonlinear ordinary differential equation and its application to painleve equations(Ⅲ),(Ⅴ) and (Ⅵ)
SHIMOMURA SHUN
J.Math.Soc.Japan 39 649–662 1987.10
Research paper (scientific journal), Single Work, Accepted
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On solutions of the fifth Painleve equation on the positive real axis Ⅰ
SHIMOMURA SHUN
Funkcial.Ekvac. 28 341–370 1985.12
Research paper (scientific journal), Single Work, Accepted
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Analytil integration of some nonlinear ordinary differential equations and the fifth Painleve equation in the neigh bourhood of an irregular singular point
SHIMOMURA SHUN
Funkcial.Ekvac. 26 301–338 1983.12
Research paper (scientific journal), Single Work, Accepted
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Supplement to: "Series expansions of Painlevé transcendents in the neighbourhood of a fixed singular point''
SHIMOMURA SHUN
Funkcial. Ekvac. 25 363–371 1982
Research paper (scientific journal), Single Work, Accepted