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Under the restriction of finite order, we prove two uniqueness theorems of nonconstant meromorphic functions sharing three values with their difference operators, which are counterparts of Theorem 2.1 in [6] for a finite-order meromorphic function and its shift operator.
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참고문헌 (19)
참고문헌 신청
A. H. H. Al-khaladi / 2000 / Meromorphic functions that share three values with one share value for their derivatives / J. Math. (Wuhan) 20 (2) : 156 ~ 160
A. Z. Mokhon’ko / 1971 / On the Nevanlinna characteristics of some meromorphic functions / Theory of Functions, Functional Analysis and Their Applications 14 : 83 ~ 87
C. C. Yang / 2003 / Uniqueness Theory of Meromorphic Functions / Kluwer Aca-demic Publishers
H. X. Yi / 1995 / Unicity theorems for meromorphic functions that share three values / Kodai Math. J 18 (2) : 300 ~ 314
H. X. Yi / 2005 / Meromorphic functions with weighted sharing of three values / Complex Var. Theory Appl 50 (12) : 923 ~ 934
A. Z. Mokhon’ko / 1971 / On the Nevanlinna characteristics of some meromorphic functions / Theory of Functions, Functional Analysis and Their Applications 14 : 83 ~ 87
C. C. Yang / 2003 / Uniqueness Theory of Meromorphic Functions / Kluwer Aca-demic Publishers
H. X. Yi / 1995 / Unicity theorems for meromorphic functions that share three values / Kodai Math. J 18 (2) : 300 ~ 314
H. X. Yi / 2005 / Meromorphic functions with weighted sharing of three values / Complex Var. Theory Appl 50 (12) : 923 ~ 934
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