In this paper we study the uniqueness of certain meromorphic functions. It is shown that any two nonconstant meromorphic functions of order less than one, that share four values IM or six values SCM, must be identical...In this paper we study the uniqueness of certain meromorphic functions. It is shown that any two nonconstant meromorphic functions of order less than one, that share four values IM or six values SCM, must be identical. As a consequence, a result due to W. W. Adams and E. G. Straus is generalized.展开更多
In this paper, we proved a result that if two merornorphic functions share two values CM and two other values in the sense of Ek)(β, f) = Ek)(β,g) , (k ≥ 5), then f is a Mobius transformation of g.
文摘In this paper we study the uniqueness of certain meromorphic functions. It is shown that any two nonconstant meromorphic functions of order less than one, that share four values IM or six values SCM, must be identical. As a consequence, a result due to W. W. Adams and E. G. Straus is generalized.
文摘In this paper, we proved a result that if two merornorphic functions share two values CM and two other values in the sense of Ek)(β, f) = Ek)(β,g) , (k ≥ 5), then f is a Mobius transformation of g.
