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- Journal Article
Let Y be the underlying variety of a complex connected affine algebraic group. We prove that two embeddings of the affine line C into Y are the same up to an automorphism of Y provided that Y is not isomorphic to a product of a torus (C*)(k) and one of the three varieties C-3, SL2, and PSL2.
Journal / seriesJournal of Algebraic Geometry
Pages / Article No.
PublisherUNIV PRESS INC
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