报告人：龙见仁教授

              贵州师范大学

报告题目：On the relationship between the lower order of coefficients and the growth of solutions of differential equations

报告时间：2017年12月19日下午16:30

报告地点：海韵数理楼661

摘要：Some criteria for entire coefficients A(z) and B(z) are given in terms of the lower order forcing the solutions of f''+A(z)f'+B(z)f=0 to grow fast. In the literature similar criteria have been published in terms of the usual order. The case when the coefficient A(z) has an asymptotic growth T(r, A)～\alpha\log M(r, A), \alpha\in(0, 1), outside of an exceptional set is also discussed. Previously, Laine-Wu (2000) and Kim-Kwon (2001) have made use of this asymptotic growth in the case \alpha=1.

报告人简介：龙见仁，贵州师范大学教授，博导。主要从事复分析的研究，在JMAA 等国内外刊物上发表了20余篇论文，主持一项国家自然科学基金青年项目。

联系人：邱春晖教授

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