论文标题
（TE） - 在全球二维二维nilpotent f-manifold germ上的结构
(TE)-structures over the irreducible 2-dimensional globally nilpotent F-manifold germ
论文作者
论文摘要
我们在不可约2 $ 2 $ 2 $ -Dipermentical nilpotent $ f $ f $ -manifold germ $ \ Mathcal $ \ Mathcal n_ {2} $上找到了一类Meromormormormormormormormormormormormormormormormormormormormorormormormormorormormormormormorormormormormorormormormormormorormorthic Connections（TE）$（TE）$ - 结构）的正式和全态正常形式的形式。我们在$ \ Mathcal n_ {2} $上找到了Euler字段的正常表格，我们在$ \ Mathcal n_ {2} $上表征了Euler字段，这些字段由$（TE）$ - 结构引起。
We find formal and holomorphic normal forms for a class of meromorphic connections (the so-called $(TE)$-structures) over the irreducible $2$-dimensional globally nilpotent $F$-manifold germ $\mathcal N_{2}$. We find normal forms for Euler fields on $\mathcal N_{2}$ and we characterize the Euler fields on $\mathcal N_{2}$ which are induced by a $(TE)$-structure.
