Add to ORKGWe construct a strictly pseudoconvex domain with smooth boundary whose squeezing function is not plurisubharmonic
Abstract We introduce the notion of domains with (a, b)-uniform squeezing prop-erty, study various a...
In this thesis, we study two different kinds of approximation of plurisubharmonic functions. The fir...
We extend a recent result of Avelin, Hed, and Persson about approximation of functions f that are pl...
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...
In recent work by Zimmer it was proved that if Ω ⊂ C n is a bounded convex domain with C ∞-smooth bo...
We construct a class of bounded domains, on which the squeezing function is not uniformly bounded fr...
In this note, we give an example of a domain whose $d$-balanced squeezing function is non-plurisubha...
We prove that the bounded convex domains and the C-2-smoothly bounded strongly pseudoconvex domains ...
The central purpose of the present paper is to study boundary behaviors of squeezing functions on so...
This paper introduces the notion of squeezing functions on bounded domains and studies some of their...
In this paper we introduce, via a Phragmén-Lindelöf type theorem, a maximal plurisubharmonic functio...
In this paper we introduce, via a Phragmén-Lindelöf type theorem, a maximal plurisubharmonic functio...
In this paper we introduce, via a Phragmén-Lindelöf type theorem, a maximal plurisubharmonic functio...
In this paper we introduce, via a Phragmén-Lindelöf type theorem, a maximal plurisubharmonic functio...
Abstract We introduce the notion of domains with (a, b)-uniform squeezing prop-erty, study various a...
In this thesis, we study two different kinds of approximation of plurisubharmonic functions. The fir...
We extend a recent result of Avelin, Hed, and Persson about approximation of functions f that are pl...
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...
In recent work by Zimmer it was proved that if Ω ⊂ C n is a bounded convex domain with C ∞-smooth bo...
We construct a class of bounded domains, on which the squeezing function is not uniformly bounded fr...
In this note, we give an example of a domain whose $d$-balanced squeezing function is non-plurisubha...
We prove that the bounded convex domains and the C-2-smoothly bounded strongly pseudoconvex domains ...
The central purpose of the present paper is to study boundary behaviors of squeezing functions on so...
This paper introduces the notion of squeezing functions on bounded domains and studies some of their...
In this paper we introduce, via a Phragmén-Lindelöf type theorem, a maximal plurisubharmonic functio...
In this paper we introduce, via a Phragmén-Lindelöf type theorem, a maximal plurisubharmonic functio...
In this paper we introduce, via a Phragmén-Lindelöf type theorem, a maximal plurisubharmonic functio...
In this paper we introduce, via a Phragmén-Lindelöf type theorem, a maximal plurisubharmonic functio...
Abstract We introduce the notion of domains with (a, b)-uniform squeezing prop-erty, study various a...
In this thesis, we study two different kinds of approximation of plurisubharmonic functions. The fir...
We extend a recent result of Avelin, Hed, and Persson about approximation of functions f that are pl...