Abstract
A hypersurface X (resp., a pair of hypersurfaces ) is called a hypersurface (resp., a pair of hypersurfaces) of uniqueness for holomorphic mappings from to if for two non-degenerate holomorphic mappings from to the condition (resp., ) implies where for a mapping φ, denotes the pull-back of a divisor V in by φ. In this paper, we give some classes of hypersurfaces and of pairs of hypersurfaces of uniqueness for holomorphic mappings from to
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