Add to ORKGWe consider non-isotropic $ L^p $ estimates ($ 1leqq p leqq infty $) with weights for the $ \bar{partial} $-problem on strictly pseudoconvex domains in $ mathbb{C}^n $ by using explicit formulas of solutions introduced by Berndtsson and Andersson. We also give an example which guarantees the optimum of the estimates
In this note we show that the weighted $L^{2}$-Sobolev estimates obtained by P. Charpentier, Y. Dupa...
In this paper we deal with the following problem [formula] where $\Omega$ is a bounded regular domai...
We obtain sharp weighted estimates for solutions of the equation ∂ u = f in a lineally convex domain...
We prove non-isotropic Lp (1 ≤ p ≤ ∞) estimates with weights for solutions of the Cauchy-Riemann equ...
AbstractWe construct a parametrix for the ∂̄-Neumann problem on any pseudoconvex domain of finite ty...
This thesis deals with Partial Differential Equations in Several Complex Variables and especially fo...
We prove estimates for solutions of the $\bar \partial u=\omega $ equation in a strictly pseudo conv...
Let D a bounded strictly pseudoconvex non-smooth domain in C'. In this paper we prove that the estim...
summary:We consider and solve extremal problems in various bounded weakly pseudoconvex domains in $\...
summary:Let $X$ be a Stein manifold of complex dimension $n\ge 2$ and $\Omega \Subset X$ be a relati...
Let $M$ be an open subset of a compact strongly pseudoconvex hypersurface $\{\rho = 0\}$ defined by ...
Let D a bounded strictly pseudoconvex non-smooth domain in C '. In this paper we prove that the...
In this paper we investigate the regularity properties of weighted Bergman projections for smoothly ...
AbstractFor a domain D of Cn which is weakly q-pseudoconvex or q-pseudoconcave, we give a sufficient...
We prove the weighted $L^p$ regularity of the ordinary Bergman projection on certain pseudoconvex do...
In this note we show that the weighted $L^{2}$-Sobolev estimates obtained by P. Charpentier, Y. Dupa...
In this paper we deal with the following problem [formula] where $\Omega$ is a bounded regular domai...
We obtain sharp weighted estimates for solutions of the equation ∂ u = f in a lineally convex domain...
We prove non-isotropic Lp (1 ≤ p ≤ ∞) estimates with weights for solutions of the Cauchy-Riemann equ...
AbstractWe construct a parametrix for the ∂̄-Neumann problem on any pseudoconvex domain of finite ty...
This thesis deals with Partial Differential Equations in Several Complex Variables and especially fo...
We prove estimates for solutions of the $\bar \partial u=\omega $ equation in a strictly pseudo conv...
Let D a bounded strictly pseudoconvex non-smooth domain in C'. In this paper we prove that the estim...
summary:We consider and solve extremal problems in various bounded weakly pseudoconvex domains in $\...
summary:Let $X$ be a Stein manifold of complex dimension $n\ge 2$ and $\Omega \Subset X$ be a relati...
Let $M$ be an open subset of a compact strongly pseudoconvex hypersurface $\{\rho = 0\}$ defined by ...
Let D a bounded strictly pseudoconvex non-smooth domain in C '. In this paper we prove that the...
In this paper we investigate the regularity properties of weighted Bergman projections for smoothly ...
AbstractFor a domain D of Cn which is weakly q-pseudoconvex or q-pseudoconcave, we give a sufficient...
We prove the weighted $L^p$ regularity of the ordinary Bergman projection on certain pseudoconvex do...
In this note we show that the weighted $L^{2}$-Sobolev estimates obtained by P. Charpentier, Y. Dupa...
In this paper we deal with the following problem [formula] where $\Omega$ is a bounded regular domai...
We obtain sharp weighted estimates for solutions of the equation ∂ u = f in a lineally convex domain...