论文标题
在嵌入式复杂托里的社区
On neighborhoods of embedded complex tori
论文作者
论文摘要
本文的目的是表明，嵌入在尺寸n+d的复杂歧管中的n维复合物圆环（带有分裂切线束）具有邻居Biholomormormormormormormormormormormormormormorphic在其正常束中的零部分，前提是后者具有（局部恒定）的遗传学过渡功能，并满足非抗抑制剂的情况。
The goal of the article is to show that an n-dimensional complex torus embedded in a complex manifold of dimensional n+d, with a split tangent bundle, has neighborhood biholomorphic a neighborhood of the zero section in its normal bundle, provided the latter has (locally constant) Hermitian transition functions and satisfies a non-resonant Diophantine condition.
