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Uniqueness of Entire Functions and Differential Polynomials

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Abstract

In this paper, we study the uniqueness of entire functionsand prove the following result: Let f and g be two nonconstant entirefunctions,n;m be positive integers. Iffn (fm 1)f0 and gn (gm 1)g0share 1 IM and n > 4m + 11, then f g. The result improves the resultof Fang-Fang.

참고문헌 (9)

  1. "Uniqueness of meromorphic functions and dierentialpolynomials", 44(5-6), pp.607~617 (2002)
  2. "Factorization of meromorphic functions and some open problems", Univ Lexington
  3. "Uniqueness theorems for meromorphic function", 35(2), pp.121~132 (2004)
  4. "On the uniqueness of entire functions", 41(1), pp.109~116 (2004)
  5. "Uniqueness theory of meromorphic functions, Mathematicsand its Applications, 557." (2003), Kluwer Academic Publishers Group, Dordrecht
  6. "Translated and revised from the 1982 Chinese origi-nal" (1993), Springer-Verlag Berlin; Science Press
  7. "A question of Gross and the uniqueness of entire functions", 138, pp.169~177 (1995)
  8. "Meromorphic functions that share one or two values", 28(1), pp.111~ (1995)
  9. "Meromorphic functions that share one or two values II", 22(2), pp.264~272 (1999)

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