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Let M be a complex submanifold of ℂ n of complex dimension m. Let ℋ(M)be the space of holomorphic functions on M equipped with the topology of uniform convergence on compact subsets of M, and let ℋ(M)′ be its dual space of continuous linear functionals. We shall call the elements of ℋ(M)′ f the analytic functionals on M.
KeywordsCompact Subset Holomorphic Function Open Neighborhood Plurisubharmonic Function Stein Manifold
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