Resonances created by a conical intersection(New Trends and Applications of Complex Asymptotic Analysis : around dynamical systems, summability, continued fractions)

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概要

• 論文の詳細を見る
• 京都大学の論文

著者

• Nedelec Laurence

  Universite De Paris Nord

• 藤家 雪朗

  兵庫県立大学物質理学研究科

• Lasser Caroline

  Freie Universitat

関連論文

• CONNECTION OF WKB SOLUTIONS AT A HYPERBOLIC FIXED POINT (Spectral and Scattering Theory and Related Topics)
• An exact WKB method for 2×2 systems and applications(Spectral and Scattering Theory and Related Topics)
• Resonances created by a conical intersection(New Trends and Applications of Complex Asymptotic Analysis : around dynamical systems, summability, continued fractions)
• XII. 双曲型不動点における超局所解の伝播(数理科学I,II,物質理学研究科)
• Exact WKB solutions at a regular singular point for 2×2 systems (Recent Trends in Exponential Asymptotics)
• Propagation of microlocal solutions near a hyperbolic fixed point (Microlocal Analysis and Asymptotic Analysis)
• WKB Method applied to Spectral Asymptotics (Spectral and Scattering Theory and Related Topics)
• Microlocal WKB method applied to a simple well eigen-value asymptotics (Hyperbolic Equations and Irregularities)
• WKB solutions near a hyperbolic critical point (Nishikawa phenomena in Stokes graphs for higher order Painleve equations)
• Semiclassical behavior of the scattering phase near a critical value of the potential (Integral representations and twisted cohomology in the theory of differential equations)

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