On lacunary analogs of the Poincaré theta-series and their applications.
On meromorphic functions for sharing two sets and three sets inm-punctured complex plane
In this article, we study the uniqueness problem of meromorphic functions in m-punctured complex plane Ω and obtain that there exist two sets S1, S2 with ♯S1 = 2 and ♯S2 = 9, such that any two admissible meromorphic functions f and g in Ω must be identical if f, g share S1, S2 I M in Ω.
On Meromorphic Functions with Three Almost Linear Values.
On meromorphic solutions of a certain class of functional-differential equations
On meromorphic solutions of a functional equation.
On meromorphic solutions of a functional equation, II
On Meromorphic Solutions of a Functional Equation of Ganapathy Iyer.
On meromorphic solutions of a functional equation of Kuczma and Smajdor. (Short Communication).
On meromorphic solutions of a functional equation of Kuczma and Smajdor.
On meromorphic solutions of certain functional equations.
On meromorphic solutions of certain functional equations. (Short Communication).
On Nevanlinna's proximity functions of a meromorphic function
On ramifications divisors of functions in a punctured compact Riemann surface.
Let ν be a compact Riemann surface and ν' be the complement in ν of a nonvoid finite subset. Let M(ν') be the field of meromorphic functions in ν'. In this paper we study the ramification divisors of the functions in M(ν') which have exponential singularities of finite degree at the points of ν-ν', and one proves, for instance, that if a function in M(ν') belongs to the subfield generated by the functions of this type, and has a finite ramification divisor, it also has a finite divisor. It is also...
On some theorems on distortion and rotation in the class of k-symmetrical starlike functions of order α
On subnormal solutions of periodic differential equations.
On the asymptotic values of locally univalent meromorphic functions.
On the behavior of meromorphic functions around some nonisolated singularities. II.
On the behavior of meromorphic functions around some nonisolated singularities.
On The Difference Of The Number Of Zeros And Poles Of The Members Of Convergent Sequences Of Meromorphic Functions
On the five-point theorems due to Lappan
By using an extension of the spherical derivative introduced by Lappan, we obtain some results on normal functions and normal families, which extend Lappan's five-point theorems and Marty's criterion, and improve some previous results due to Li and Xie, and the author. Also, another proof of Lappan's theorem is given.