Add to ORKGAbstract. Let r ≥ q. We get the stability of the estimates of the ∂-Neumann problem for (p, r)-forms on a weakly q-convex complex sub-manifold. As a by-product of the stability of the ∂-estimates, we get the Mergelyan approximation property for (p, r)-forms on a weakly q-convex complex submanifold which satisfies property (P). 1. Introduction an
In this paper we develop a general theory of metric Diophantine approximation for systems of linear ...
Let Ω be a smooth bounded pseudoconvex domain in Cn. Let 1≤q0≤(n−1). We show that if q0--sums of eig...
First published in Proceedings of the American Mathematical Society in volume 130 and issue 1, publi...
AbstractFor a domain D of Cn which is weakly q-pseudoconvex or q-pseudoconcave, we give a sufficient...
For a domain D of Cn which is weakly q-pseudoconvex or q-pseudoconcave, we give a sufficient conditi...
We consider a C∞ boundary bΩ⊂Cn which is q-convex in the sense that its Levi-form has positive trace...
We introduce various notions of q-pseudo-concavity for abstract CR manifolds, and we apply these not...
Abstract. We prove families of uniform (Lr, Ls) resolvent estimates for simply con-nected manifolds ...
AbstractLet M be a smooth, compact, orientable, weakly pseudoconvex manifold of dimension 3, embedde...
In this paper we study the ∂ problem on weakly q-convex domains and extend the results of Ho to unbo...
We prove subelliptic estimates in degree k 65 q for the \uaf 02-Neumann problem over a domain \u3a9...
This thesis deals with Partial Differential Equations in Several Complex Variables and especially fo...
We introduce various notions of q-pseudo-concavity for abstract CR manifolds and we apply these noti...
A Holder estimate for solutions to au — a in weakly pseudo-convex domains is obtained when the restr...
The weighted L2 estimates are here exploited to solve the ￣∂ problem on q?pseudoconvex dihedrons of ...
In this paper we develop a general theory of metric Diophantine approximation for systems of linear ...
Let Ω be a smooth bounded pseudoconvex domain in Cn. Let 1≤q0≤(n−1). We show that if q0--sums of eig...
First published in Proceedings of the American Mathematical Society in volume 130 and issue 1, publi...
AbstractFor a domain D of Cn which is weakly q-pseudoconvex or q-pseudoconcave, we give a sufficient...
For a domain D of Cn which is weakly q-pseudoconvex or q-pseudoconcave, we give a sufficient conditi...
We consider a C∞ boundary bΩ⊂Cn which is q-convex in the sense that its Levi-form has positive trace...
We introduce various notions of q-pseudo-concavity for abstract CR manifolds, and we apply these not...
Abstract. We prove families of uniform (Lr, Ls) resolvent estimates for simply con-nected manifolds ...
AbstractLet M be a smooth, compact, orientable, weakly pseudoconvex manifold of dimension 3, embedde...
In this paper we study the ∂ problem on weakly q-convex domains and extend the results of Ho to unbo...
We prove subelliptic estimates in degree k 65 q for the \uaf 02-Neumann problem over a domain \u3a9...
This thesis deals with Partial Differential Equations in Several Complex Variables and especially fo...
We introduce various notions of q-pseudo-concavity for abstract CR manifolds and we apply these noti...
A Holder estimate for solutions to au — a in weakly pseudo-convex domains is obtained when the restr...
The weighted L2 estimates are here exploited to solve the ￣∂ problem on q?pseudoconvex dihedrons of ...
In this paper we develop a general theory of metric Diophantine approximation for systems of linear ...
Let Ω be a smooth bounded pseudoconvex domain in Cn. Let 1≤q0≤(n−1). We show that if q0--sums of eig...
First published in Proceedings of the American Mathematical Society in volume 130 and issue 1, publi...