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SOME OSCILLATION THEOREMS OF HIGHER ORDER NON-HOMOGENEOUS LINEAR DIFFERENTIAL EQUATIONS WITH TRANSCENDENTAL MEROMORPIC COEFFICIENTS
引用本文:陈宗煊,高仕安. SOME OSCILLATION THEOREMS OF HIGHER ORDER NON-HOMOGENEOUS LINEAR DIFFERENTIAL EQUATIONS WITH TRANSCENDENTAL MEROMORPIC COEFFICIENTS[J]. Annals of Differential Equations, 1996, 0(1)
作者姓名:陈宗煊  高仕安
作者单位:江西师范大学,华南师范大学
摘    要:SOMEOSCILLATIONTHEOREMSOFHIGHERORDERNON-HOMOGENEOUSLINEARDIFFERENTIALEQUATIONSWITHTRANSCENDENTALMEROMORPICCOEFFICIENTS¥ChenZo...


SOME OSCILLATION THEOREMS OF HIGHER ORDER NON-HOMOGENEOUS LINEAR DIFFERENTIAL EQUATIONS WITH TRANSCENDENTAL MEROMORPIC COEFFICIENTS
Chen Zongxuan. SOME OSCILLATION THEOREMS OF HIGHER ORDER NON-HOMOGENEOUS LINEAR DIFFERENTIAL EQUATIONS WITH TRANSCENDENTAL MEROMORPIC COEFFICIENTS[J]. 微分方程年刊(英文版), 1996, 0(1)
Authors:Chen Zongxuan
Abstract:In this paper, we investigate the complex oscillation of the higher order differential equation where B0, ...,Bk-1,,F 0 are transcendental meromorpic functions having only finitely many poles. We obtain some precise estimates of the exponent of convergence of the zero sequence of meromorphic solutions for the above equation.
Keywords:Non-homogeneous linear differential equation   Meromorphic function  Order of growth   Zero-sequence AMS No. 34A20   30D35
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