亚纯函数Milloux不等式的平移乘积及差分模拟

Analogues of Milloux Inequality of Meromorphic Functions Concerning Products of Shifts and Differences

设f 是一个有穷级超越亚纯函数, 本文研究亚纯函数Milloux不等式的平移乘积及差分模拟, 获得 了涉及平移乘积及差分的Milloux不等式模拟. 对于所获得的涉及平移乘积的Milloux不等式模拟, 改进了吴昭君和徐洪赦等人近期的结果。

Let f be a transcendental meromorphic function of finite order. In this paper, we stud- ied the analogues of Milloux Inequality of meromorphic functions concerning products of shifts and differences and obtained the analogues of Milloux Inequality of mero- morphic functions concerning products of shifts and differences. For the analogues of Miloux inequality concerning products of shifts, we improved the result of Wu and Xu.