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Subharmonicity of the variations of Kähler-Einstein metrics on pseudoconvex domains

This paper is a sequel to \cite{Choi} in Math. Ann. In that paper we studied the subharmonicity of Kähler-Einstein metrics on strongly pseudoconvex domains of dimension greater than or equal to $3$. In this paper, we study the variations Kähler-Einstein metrics on bounded strongly pseudoconvex domains of dimension $2$. In addition, we discuss the previous result with general bounded pseudoconvex domain and local triviality of a family of bounded strongly pseudoconvex domains.

preprint2015arXivOpen access
Young-Jun Choi
math.CVmath.DG
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Young-Jun Choi

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