Global Fuchsian Cauchy Problem
スポンサーリンク
概要
- 論文の詳細を見る
We show the unique solvability of a Fuchsian Cauchy problem in the space of entire functions. As immediate corollaries, we give some injectivity and bijectivity results for a class of partial differential operators on the space of entire functions of exponential type.
- 東京大学の論文
- 2000-00-00
著者
-
Yamane Hideshi
Department Of Mathematical Sciences University Of Tokyo
-
YAMANE Hideshi
Department of Mathematics, Chiba Institute of Technology
関連論文
- Logarithmic singularities of solutions to nonlinear partial differential equations
- Nonlinear Singular First Order Partial Differential Equations Whose Characteristic Exponent Takes a Positive Integral Value
- Fourier integral representation of harmonic functions in terms of a current
- Singularities in Fuchsian Cauchy Problems with Holomorphic Data
- The Essential Singularity of the Solution of a Ramified Characteristic Cauchy Problem
- A Banach algebra and Cauchy problems with small analytic data (Recent development of micro-local analysis for the theory of asymptotic analysis)
- Nonlinear partial differential equations and logarithmic singularities (Exact WKB Analysis and Microlocal Analysis)
- Global Fuchsian Cauchy Problem
- Fourier-Ehrenpreis integral formula for harmonic functions