The uniqueness problem of meromorphic mappings with deficiencies
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概要
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In this paper we mainly study the effect of the existence of deficient divisors in the sense of Nevanlinna to the uniqueness problem of meromorphic mappings into a projective algebraic manifold M. We give some uniqueness theorems for families of dominant meromorphic mappings from the complex m-space into M with the same preimages of divisors under the additional conditions on Nevanlinnas deficiencies.
- 東北大学の論文