论文标题
对Kähler差异形式的非整合性的非整合性
Non-integrality of integrable over Kähler differential forms
论文作者
论文摘要
我们表明，对于正常的孤立奇异性，在Kähler差分形式的模块上，顶级的正规差分形式的模块不是不可或缺的。这与NASH变换的纤维尺寸有关。
We show that for a normal isolated singularity the module of square-integrable regular differential forms of top degree is not integral over the module of Kähler differential forms. This is related to the fibre dimension of the Nash transform.
