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Microlocal analysis and PDE in the complex domain. Proceedings of a symposium held at the Research Institute for Mathematical Sciences, Kyoto University, Kyoto, Japan, December 7--11, 1998 - MaRDI portal

Microlocal analysis and PDE in the complex domain. Proceedings of a symposium held at the Research Institute for Mathematical Sciences, Kyoto University, Kyoto, Japan, December 7--11, 1998 (Q2756607)

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scientific article; zbMATH DE number 1673576
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English
Microlocal analysis and PDE in the complex domain. Proceedings of a symposium held at the Research Institute for Mathematical Sciences, Kyoto University, Kyoto, Japan, December 7--11, 1998
scientific article; zbMATH DE number 1673576

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    19 November 2001
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    Symposium
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    Proceedings
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    Kyoto (Japan)
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    RIMS
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    Microlocal analysis
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    PDE
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    Complex domain
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    Microlocal analysis and PDE in the complex domain. Proceedings of a symposium held at the Research Institute for Mathematical Sciences, Kyoto University, Kyoto, Japan, December 7--11, 1998 (English)
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    The articles of this volume will not be indexed individually.NEWLINENEWLINENEWLINE Contents: M. Karasev, Coherent states and Kähler manifolds for a long time evolution problem and quantum localization on classical trajectories (1-3); Pierre Schapira, Ind-sheaves (4-9); P. Laubin, On the boundedness and invertibility of boundary potentials in Lipschitz domains (10-25); Kiyoomi Kataoka and Yoshiaki Satoh, Some microdifferential equations for microfunctions with a holomorphic parameter and their formal symbol type solutions (26-44); Tatsushi Morioka, Regularite des ondes elastiques dans la region glancing des ondes \(\roman P\) [Regularity of elastic waves in the glancing region of \(\roman P\) waves] (45-49); Antonio Bove and David Tartakoff, Analytic and Gevrey regularity for some model equations (50-61); Nguyen Minh Tri, On the analyticity and Gevrey regularity of solutions of semilinear partial differential equations with multiple characteristics (62-73); Toshinori Oaku, A localization algorithm for \(D\)-modules and its application (74-80); Shinichi Tajima and Yayoi Nakamura, Conjectures about the differential operators in an algorithm for computing the residues (81-86); Sunao Ouchi, Asymptotic expansion of singular solutions and characteristic polygon of linear partial differential equations with holomorphic coefficients (87-91); Takao Kobayashi, Singular solutions of nonlinear differential equations---an application of Fuchsian differential equations (92-99); Tatsuya Koike, On ''new'' turning points associated with regular singular points in the exact WKB analysis (100-110); Hiroyuki Ochiai, Non-commutative harmonic oscillators and Fuchsian ordinary differential operators (111-126); Yasunori Okada, On a class of convolution systems in one variable (127-134); Ryuichi Ishimura, Jun-ichi Okada and Yasunori Okada, The continuation of holomorphic solutions to convolution equations in complex domains (135-140); Keiko Fujita, Characterization of entire functions of exponential type with respect to the Lie norm (141-153); Xiaofang Zhou, Small stable stationary solutions in Morrey spaces of the semilinear heat equation (154-158).
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