Extension of CR structures on pseudoconvex CR manifolds with one degenerate eigenvalue

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概要

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• Let $\bar{M}$ be a smoothly bounded orientable pseudoconvex CR manifold of finite type with at most one degenerate eigenvalue. Then we extend the given CR structure on $M$ to an integrable almost complex structure on the concave side of $M$. Therefore we may regard $M$ as the boundary of a complex manifold.

• 東北大学の論文

著者

• Cho Sanghyun

  Department Of Mathematics Sogang University

• Cho Sanghyun

  Department Of Mathematics Edu. Pusan University

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