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書誌情報	ファイル
On the Stokes geometry for the Pearcey system and the (1,4) hypergeometric system (Recent development of micro-local analysis for the theory of asymptotic analysis) HIROSE, SAMPEI (2013-04) 数理解析研究所講究録別冊, B40: 243-292
Resurgent functions and linear differential operators of infinite order : Their happy marriage in exact WKB analysis (Exponential Analysis of Differential Equations and Related Topics) Kamimoto, Shingo; Kawai, Takahiro; Koike, Tatsuya (2014-11) 数理解析研究所講究録別冊, B52: 127-146
On the computation of Voros coefficients via middle convolutions : Dedicated to Professor T.Aoki on his 60th birthday (Exponential Analysis of Differential Equations and Related Topics) Iwaki, Kohei; Koike, Tatsuya (2014-11) 数理解析研究所講究録別冊, B52: 55-70
On the fourth order PI equation and coalescing phenomena of nonlinear turning points : Dedicated to Professor Takashi AOKI for his sixtieth birthday (Exponential Analysis of Differential Equations and Related Topics) Takei, Yoshitsugu (2014-11) 数理解析研究所講究録別冊, B52: 301-316
Asymptotic analysis to Goursat problems (Exact WKB Analysis and Microlocal Analysis) YOSHINO, MASAFUMI (2013-03) 数理解析研究所講究録別冊, B37: 247-262
On the redundant and non-redundant virtual turning points for the AKT equation (Several aspects of microlocal analysis) Hirose, Sampei (2016-05) 数理解析研究所講究録別冊, B57: 39-59
Toward the exact WKB analysis of discrete Painlevé equations (Microlocal Analysis and Singular Perturbation Theory) Joshi, Nalini; Takei, Yoshitsugu (2017-01) 数理解析研究所講究録別冊, B61: 83-96
Extension of the exact steepest descent method to the middle convolution (Microlocal analysis and asymptotic analysis) Takei, Yoshitsugu (2019-02) 数理解析研究所講究録, 2101: 146-152
Pearcey system re-examined from the viewpoint of $s$-virtual turning points and non-hereditary turning points : Dedicated to Professor D. C. Struppa on his sixtieth birthday (New development of microlocal analysis and singular perturbation theory) HIROSE, Sampei; KAWAI, Takahiro; TAKEI, Yoshitsugu (2019-06) 数理解析研究所講究録別冊, B75: 151-175
On a non-hereditary turning point of a tangential system of the Pearcey system (New development of microlocal analysis and singular perturbation theory) Hirose, Sampei (2019-06) 数理解析研究所講究録別冊, B75: 138-150