activity
20032006
most citedThe Kaehler-Einstein metric for some Hartogs domains over bounded symmetric domains

38 citations · 51 across the 6 of their papers we have counts for

collaborators

6 papers

math.CV2006

Lu Qi-Keng Conjectue and Hua Domain

Weiping Yin

The first part I talk about the motivation for Lu Qi-Keng conjecture and the results about the presence or absence of zeroes of the Bergman kernel function of a bounded domain in $…

math.CV2006★ 13 cited

Two Problems on Cartan Domains

Weiping Yin

Firstly, we consider the unitary geometry of two exceptional Cartan domains and . We obtain the explicit formulas of Bergman kernal funtion, Cauchy-Szeg…

math.CV2005

The equivalent classical metrics on the Cartan-Hartogs Domains

Weiping Yin, An Wang

In this paper we study the complete invariant metrics on Cartan-Hartogs domains which are the special types of Hua domains. Firstly, we introduce a class of new complete invariant…

math.CV2005

Complete Einstein-Kähler Metric and Holomorphic Sectional Curvature on

Weiping Yin, Liyou Zhang

The explicit complete Einstein-Kähler metric on the second type Cartan-Hartogs domain is obtained in this paper when the parameter equals $\frac p2+\frac 1{p+1}…

math.CV2005★ 38 cited

The Kaehler-Einstein metric for some Hartogs domains over bounded symmetric domains

An WANG, Weiping YIN, Liyou ZHANG +1

We study the complete Kähler-Einstein metric of a Hartogs domain , which is obtained by inflation of an irreducible bounded symmetric domain , using a power …

math.CV2003

New classes of domains with explicit Bergman kernel

Guy Roos, Weiping Yin

We introduce two classes of "egg type" domains, built on general bounded symmetric domains, for which we compute the Bergmann kernel in explicit form. We use the characterization o…