We present a new proof of Pinchuk's theorem on the analytic continuation of a biholomorphic mapping from a strongly pseudoconvex analytic real hypersurface to a compact strongly pseudoconvex analytic real hypersurface in a complex euclidean space.
Analytic Continuation of Holomorphic Correspondences and Equivalence of Domains in ${\mathbb C}^n$
Analytic continuation from a family of lines
Analytic continuation of Dirichlet series with almost periodic coefficients
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