ON THE UNIQUENESS OF ENTIRE FUNCTIONS

In this paper, we study the uniqueness of entire func- tions and prove the following result: Let f(z) and g(z) be two nonconstant entire functions, n ‚ 7 a positive integer, and let a be a nonzero flnite complex number. If f n (z)(f(z) i 1)f 0 (z) and g n (z)(g(z) i 1)g 0 (z) share a CM, then f(z) · g(z). The result improves the theorem due to ref. (3).