科研之友
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摘要
We study a problem uniqueness of meromorphic functions in an angular domain concerning a Borel direction, and obtain some uniqueness results by using Nevanlinn theory of angular domain and angular distributions, that is, if the zeros of f - a(j) (j = 1,2, ... , 5) is also zeros of g - a(j) in the angular domain, then f = g.
