This paper studies boundary properties of bounded functions with bounded $\overline\partial_J$ differential on strictly pseudoconvex domains in an almost complex manifold.

中文翻译：

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$ \ overline \ partial_J $ -subsolutions的Chirka–Lindelöf和Fatou定理

本文研究了在几乎复杂的流形中严格伪凸域上带界的\\ overline \ partial_J $微分的界函数的边界性质。