partially supported by a graduate studentship of HKU and RGC grant HKU 703807P
In this paper, we study an ODE of the form b0u(4)+b1u′′+b2u+b3u3+b4u5=0, ′= d/dz' , which includes, as a special case, the stationary case of the cubic-quintic Swift-Hohenberg equation. Based on Nevanlinna t...
In the article, we discuss basic concepts of the residue theory of logarithmic and multi-logarithmic differential forms, and describe some aspects of the theory, de-veloped by the author in the past few years. In part...
Partially funded by the research project CONICYT (Inserción de nuevos investigadores en la academia, NO. 79090014) from the Chilean Government
Let K be a complete algebraically closed p-adic field of characteristic zero. We apply results in algebraic geometry and a new Nevanlinna theorem for p-adic meromorphic functions in order to prove results of uniquenes...
The purpose of the present paper is to introduce a new subclass of p-valent meromorphic functions by using certain integral operator and to investigate various properties for this subclass.
The work is supported by UKM grant ST-028-2003 IRPA grant 09-02-02-80 EA208, Malysia.
In this paper we consider the class ∑^*(p,α,β,k,c) consisting of analytic functions with negativecoefficients and fixed second coefficient. The object of the present paper is to give coefficient estimates, conve...