Developments of algebraic analysis
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Bibliographic Information
Developments of algebraic analysis
（数理解析研究所講究録, 638）
京都大学数理解析研究所, 1988.1
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代数解析学の発展
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「代数解析学の発展」研究集会報告集(1986年10月6日-10月9日) 研究代表者:小松彦三郎
Contents of Works
- Solvable lattice models and character formulas / 神保道夫, 三輪哲二, 尾角正人, 伊達悦朗
- Higher dimensional analogue of the m-truncated KP hierarchy / 野海正俊
- Local solvability of second order Fuchsian type equations / 田原秀敏
- Higher codimensional boundary value problem / 大阿久俊則
- Symbol theory of microlocal operators / 打越敬祐
- On some classes of 2-microhyperbolic systems / 戸瀬信之
- On the global existence of real analytic solutions and hyperfunction solutions of linear differential equations / 河合隆裕, 竹井義次
- Microfunctions for boundary values problems / Pierre Schapira
- Theorem of Cauchy-Kowalewsky and microdifferential operators / 青木貴史, 田島慎一
- A uniqueness set for the linear partial differential operators of the second order / 和田涼子
- 対称空間上のエーレンプライスの基本原理 / 大島利雄, 佐分利豊, 若山正人
- 類体論とD加群 / 加藤和也
- On Gevrey singularities of solutions of equations with non symplectic characteristics / 桜井力
- 非線型偏微分方程式の解の準斉次超局所特異性の伝播 / 山崎昌男
- On propagation of regular singularities for nonlinear partial differential equations / 石井坦
- Laplace transforms of hyperfunctions / 小松彦三郎