论文标题

Q-Convex歧管上的$ \ bar \ partial_b $的封闭范围的注释

A note on the closed range of $\bar\partial_b$ on q-convex manifolds

论文作者

Baracco, Luca, Tumanov, Alexander

论文摘要

我们证明,切向Cauchy-Riemann操作员已在Levi-Pseudoconvex CR歧管上进行了关闭的范围,该杂志嵌入了Q-Convex Complex歧管$ x $中。当$ x $是Stein歧管时,我们的结果概括了已知情况。

We prove that the tangential Cauchy-Riemann operator has closed range on Levi-pseudoconvex CR manifolds that are embedded in a q-convex complex manifold $X$. Our result generalizes the known case when $X$ is a Stein manifold.

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