Value sharing problem and uniqueness for differential polynomias of p-adic meromorphic functions

Authors

  • Nguyễn Xuân Lai**

Keywords:

counting function, Hayman Conjecture, non-Archimedean field, p-adic Meromorphic functions, Value distribution

Abstract

In this paper, by using the second main Theorem, the author discusses the uniqueness problem for p-adic meromorphic functions, and proves a version of Yang and Hua's Theorem for p-adic meromorphic functions within the cases ignoring multiplicities.

Classification number

1.1

Author Biography

Nguyễn Xuân Lai*

Trường Cao đẳng Hải Dương

Downloads

Published

2017-01-25

Received: 30 September 2016; accepted: 15 November 2016

How to Cite

Nguyen Xuan Lai*. (2017). Value sharing problem and uniqueness for differential polynomias of p-adic meromorphic functions. Version B of Vietnam Journal of Science and Technology, 59(1). Retrieved from https://b.vjst.vn/index.php/ban_b/article/view/542

Issue

Vol. 59 No. 1 (2017): Volume 59 - Number 1 - January 2017

Section

Natural Sciences