Boundary behavior of the squeezing function near a global extreme point

2020/05/03 by Van Thu, Ninh, Son, Nguyen Thi Kim, Van Tiep, Chu · 1 citation
#32F45 #Complex Variables (math.CV) #FOS: Mathematics #Primary 32H02 #Secondary 32M17

paper · doi:10.48550/arxiv.2005.00977

Abstract

In this paper, we prove that the general ellipsoid D_P is holomorphically homogeneous regular provided that it is a WB-domain. Then, the uniform lower bound for the squeezing function near a (P,r)-extreme point is also given.

Cited by

• Properties of squeezing functions on h-extendible domains

Related

• On Some Properties of Squeezing Functions of Bounded Domains
• Properties of squeezing functions on h-extendible domains
• On the uniform squeezing property and the squeezing function
• A new family of holomorphic homogeneous regular domains and some questions on the squeezing function
• On the boundary behaviour of the squeezing function near linearly convex boundary points