论文标题
关于非政治叶的决议
On the Resolutions of Non-Dicritical Foliations
论文作者
论文摘要
我们介绍了全态叶面的喷气计划，从而证明了简单的奇异性的替代表征 - $ 1 $叶子，与任何正常形式无关。这导致了在非政治情况下存在降落化的等效条件。然后，我们证明至少在细菌水平上总是存在这样的垂直化。
We introduce the jet schemes of a holomorphic foliation, and thereby prove an alternate characterisation of simple singularities of codimension-$1$ foliations, independent of any normal form. This leads to an equivalent condition for the existence of a desingularisation in the non-dicritical case. We then prove that such a desingularisation always exists, at least on the level of germs.
