
The theorem of identity for analytic subsets of a reduced complex space is stated as follows; Let V and V′ be two analytic subsets of a reduced complex space. If V is irreducible and there exists a point x ∊ V such that the germ Vx of V at x is included in V′x, then V is included in V′.
complex functions, 32.50
complex functions, 32.50
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