-estimates for solutions of -equation on strongly -convex domains
L1 and L∞-estimates with a local weight for the ∂-equation on convex domains in Cn.
We construct a defining function for a convex domain in Cn that we use to prove that the solution-operator of Henkin-Romanov for the ∂-equation is bounded in L1 and L∞-norms with a weight that reflects not only how near the point is to the boundary of the domain but also how convex the domain is near the point. We refine and localize the weights that Polking uses in [Po] for the same type of domains because they depend only on the Euclidean distance to the boudary and don't take into account the...
La sous-ellipticité pour le problème -Neumann dans un domaine pseudoconvexe de
Le problème du sur un espace de Hilbert
L’équation dans certains domaines faiblement convexes
Line bundle convexity of pseudoconvex domains in complex manifolds.
Lösungsoperatoren für den Cauchy-Riemann-Komplex mit Ck- Abschätzungen.
Lp estimates for local solutions of ...b on strongly pseudo-convex CR manifolds.