A generalization of Poletsky's classical theorem and a characterization of thinness of a subset in $\C^n$

preprint2014arXivOpen access

In this paper we generalize Poletsky's classical theorem to a situation where the kernel of Poisson functional is not upper semicontinuous. We give a characterization of thinness of a subset at a point in $\C^n$ in term of analytic discs.

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A generalization of Poletsky's classical theorem and a characterization of thinness of a subset in $\C^n$

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