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On the invariant differential metrics near pseudoconvex boundary points where the Levi form has corank one

On the invariant differential metrics near pseudoconvex boundary points where the Levi form has corank one

Let D be a bounded domain in C n ; in the space L 2 (D) of functions on D which are square-integrable with respect to the Lebesgue measure d 2n z the holomorphic functions form a closed subspace H 2 (D) . Therefore there exists a well-defined orthogonal projection …