A remark on Bergman kernels and minimal $L^2$ integrals

arXiv - MATH - Complex Variables Pub Date : 2024-08-29 DOI:arxiv-2408.16372

Shijie Bao, Qi'an Guan

引用次数: 0

Abstract

In this note, we prove that one can use the generalized Bergman kernels to approximate the minimal $L^2$ integrals with respect to ideals of the ring of germs of holomorhpic functions.

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关于伯格曼核和最小 $L^2$ 积分的评论

在本论文中，我们证明了可以利用广义伯格曼核来近似求全偶函数环的理想的最小 $L^2$ 积分。

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arXiv - MATH - Complex Variables

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