On the Borel summability of divergent solutions of parabolic type equations and Barnes generalized hypergeometric functions (Microlocal Analysis and Related Topics)
スポンサーリンク
概要
著者
関連論文
- A10 大学入試数学試験におけるマークシート形式と記述形式の実証的比較研究(A.【教育課程(目標・評価)】,論文発表の部)
- Structure of formal solutions of nonlinear First Order Singular Partial Differential Equations in Complex Domain (Hyperbolic Equations and Irregularities)
- A Remark on $k$-summability of divergent solution of a non-Kowalevski type equation with Cauchy data of entire functions (Global and asymptotic analysis of differential equations in the complex domain)
- On the Borel summability of divergent solutions of parabolic type equations and Barnes generalized hypergeometric functions (Microlocal Analysis and Related Topics)
- TOEPLITZ OPERATORS IN THE ANALYTIC GOURSAT PROBLEM
- Toeplitz operator theory and Hilbert factorization applied to the Fredholmness of PDE(Complex Analysis and Differential Equations)
- Riemann-Hilbert factorization and Fredholm property of differential operators
- WEINER-HOPF EQUATION AND FREDHOLM PROPERTY OF THE GOURSAT PROBLEM IN GEVREY SPACES(Microlocal Geometry)
- Well-posedness of the Cauchy problem for systems in a complex domain : as an application of the determinant theory(Functional-Analytic Study of Generalized Functions)
- On the Structure of integral kernel for the Borel sum (Recent Trends in Exponential Asymptotics)
- On the relation between Borel sum and classical solution for Cauchy problem of Airy's and Beam's PDE (微分方程式の変形と漸近解析 短期共同研究報告集)
- On Kernel Function for Borel Sum of Divergent Solution to a Certain Non-Kowalevski Type Equation (Microlocal Analysis and Related Topics)
- The Borel Sum of Divergent Barnes Hypergeometric Series and its Application to a Partial Differential Equation (微分方程式の漸近解析と超局所解析)
- 一般の方程式系に対するCauchy-Kowalevskiの定理について