ON COMPOSITION OF MEROMORPHIC FUNCTIONS IN SEVERAL COMPLEX-VARIABLES

The paper deals with the following problem: when a memorphic function in several complex variables is prime under composition? Certain criteria for pseudo-primeness of meromorphic solutions of linear partial differential equations and primeness for entire functions of finite order with algebraic divisor will be obtained. Moreover, growth comparisons between the Nevanlinna characteristics of a composite function and its factors will be given