论文标题
Plurigenera和Chow型引理的不变性
Invariance of plurigenera and Chow-type lemma
论文作者
论文摘要
本文回答了一个demailly的问题，即平稳的射射品种家庭是否承认了plurigenera的变形不变，并且更普遍地证明了这一点，对于只有规范性奇异性的扁平品种，其中且无数属性是一般类型的类型，也是两个Chow-type lemmata，以及两个Chow-Typy Lemmata的结构。
This paper answers a question of Demailly whether a smooth family of nonsingular projective varieties admits the deformation invariance of plurigenera affirmatively, and proves this more generally for a flat family of varieties with only canonical singularities and uncountable ones therein being of general type and also two Chow-type lemmata on the structure of a family of projective complex analytic spaces.
