Add to ORKGIn recent work by Zimmer it was proved that if Ω ⊂ C n is a bounded convex domain with C ∞-smooth boundary, then Ω is strictly pseudoconvex provided that the squeezing function approaches one as one approaches the boundary. We show that this result fails if Ω is only assumed to be C 2 –smooth
We want to prove global regularity of the $\bar\partial$-Problem on pseudoconvex domains in $\doubc\...
v2: Proposition 14 is improved; v3: Example 15 and the proof of Proposition 14 are changed. To appea...
We present two results. The first is a converse to a theorem first proved by Wongwhich says the rati...
We prove that the bounded convex domains and the C-2-smoothly bounded strongly pseudoconvex domains ...
We construct a strictly pseudoconvex domain with smooth boundary whose squeezing function is not plu...
We construct a strictly pseudoconvex domain with smooth boundary whose squeezing function is not plu...
We construct a strictly pseudoconvex domain with smooth boundary whose squeezing function is not plu...
The central purpose of the present paper is to study boundary behaviors of squeezing functions on so...
We construct a class of bounded domains, on which the squeezing function is not uniformly bounded fr...
Abstract. In 1976 Fornaess [For76] proved that any strictly pseudoconvex domain in C n can be embedd...
1•ELet D be a bounded strongly pseudoconvex domain withC•‡-class boundary in Cn. Then there holds th...
Let $\Omega $ be a bounded ${\mathcal{C}}^{\infty}$-smoothly bounded domain in ${\mathbb{C}}^{n}.$ F...
This paper introduces the notion of squeezing functions on bounded domains and studies some of their...
DoctorThe scaling methods were developed in the 1980s by Pinchuk and Frankel independently as a tech...
v2: Proposition 14 is improved; v3: Example 15 and the proof of Proposition 14 are changed. To appea...
We want to prove global regularity of the $\bar\partial$-Problem on pseudoconvex domains in $\doubc\...
v2: Proposition 14 is improved; v3: Example 15 and the proof of Proposition 14 are changed. To appea...
We present two results. The first is a converse to a theorem first proved by Wongwhich says the rati...
We prove that the bounded convex domains and the C-2-smoothly bounded strongly pseudoconvex domains ...
We construct a strictly pseudoconvex domain with smooth boundary whose squeezing function is not plu...
We construct a strictly pseudoconvex domain with smooth boundary whose squeezing function is not plu...
We construct a strictly pseudoconvex domain with smooth boundary whose squeezing function is not plu...
The central purpose of the present paper is to study boundary behaviors of squeezing functions on so...
We construct a class of bounded domains, on which the squeezing function is not uniformly bounded fr...
Abstract. In 1976 Fornaess [For76] proved that any strictly pseudoconvex domain in C n can be embedd...
1•ELet D be a bounded strongly pseudoconvex domain withC•‡-class boundary in Cn. Then there holds th...
Let $\Omega $ be a bounded ${\mathcal{C}}^{\infty}$-smoothly bounded domain in ${\mathbb{C}}^{n}.$ F...
This paper introduces the notion of squeezing functions on bounded domains and studies some of their...
DoctorThe scaling methods were developed in the 1980s by Pinchuk and Frankel independently as a tech...
v2: Proposition 14 is improved; v3: Example 15 and the proof of Proposition 14 are changed. To appea...
We want to prove global regularity of the $\bar\partial$-Problem on pseudoconvex domains in $\doubc\...
v2: Proposition 14 is improved; v3: Example 15 and the proof of Proposition 14 are changed. To appea...
We present two results. The first is a converse to a theorem first proved by Wongwhich says the rati...