Hyperbolic equations with non analytic coefficients well posed in all Gevrey classes (Microlocal Analysis and Related Topics)

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概要

• 論文の詳細を見る
• 京都大学の論文

著者

• 木下 保

  筑波大学数学系

• 木下 保

  筑波大学大学院数理物質科学研究科

• Spagnolo Sergio

  Dipartimento Di Matematica Universita Di Pisa

関連論文

• On the new family of wavelet interpolating to the Shannon wavelet (Recent development and scientific applications in wavelet analysis)
• On the Wellposedness of the Cauchy Problem for Weakly Hyperbolic Equations of Higher Order (Microlocal Analysis and Related Topics)
• On the Wellposedness of the Cauchy Problem for Weakly Hyperbolic Operators (Hyperbolic Equations and Irregularities)
• Hyperbolic equations with non analytic coefficients well posed in all Gevrey classes (Microlocal Analysis and Related Topics)

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