The methods of Niles ψ vrelid which he used in strictly pseudoconvex domains are cosulted,in this paper,and not only for imbomogeneous cauchy-Riemann equaitons on some cases that for bounded open sets with C^-boundar...The methods of Niles ψ vrelid which he used in strictly pseudoconvex domains are cosulted,in this paper,and not only for imbomogeneous cauchy-Riemann equaitons on some cases that for bounded open sets with C^-boundary,bounded open sets with piecewise C^1-boundary,and peudoconvex domains with C^1-boundary are discussed,but also their linear integral operators solutions and elementary estimated are corresponding given.展开更多
The real analyticity of δ-closed(p,q)-form Koppelman-Leray operator Tp,q is considered in this paper,and as a generation ,of [1],the integral solution operators of the δ-equation on an open set D with piecewise C^1-...The real analyticity of δ-closed(p,q)-form Koppelman-Leray operator Tp,q is considered in this paper,and as a generation ,of [1],the integral solution operators of the δ-equation on an open set D with piecewise C^1-boundary locally preserve the real analyticity of δ-closed(p,q)-forms at boundary point near which δ D is totally convex in the complex tangential directions have been obtained.展开更多
文摘The methods of Niles ψ vrelid which he used in strictly pseudoconvex domains are cosulted,in this paper,and not only for imbomogeneous cauchy-Riemann equaitons on some cases that for bounded open sets with C^-boundary,bounded open sets with piecewise C^1-boundary,and peudoconvex domains with C^1-boundary are discussed,but also their linear integral operators solutions and elementary estimated are corresponding given.
文摘The real analyticity of δ-closed(p,q)-form Koppelman-Leray operator Tp,q is considered in this paper,and as a generation ,of [1],the integral solution operators of the δ-equation on an open set D with piecewise C^1-boundary locally preserve the real analyticity of δ-closed(p,q)-forms at boundary point near which δ D is totally convex in the complex tangential directions have been obtained.
