In this paper, we incorporate the beta constants into the defect relation and deduce a non-integrated defect relation for meromorphic maps from a Kähler manifold whose universal covering is a ball into a projective variety intersecting general divisors properly.

中文翻译：

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包含 beta 常数的通除数的非积分缺陷关系

在本文中，我们将 beta 常数纳入缺陷关系中，并从通用覆盖为球的凯勒流形推导出亚纯映射的非积分缺陷关系到与通约数正确相交的射影簇。