一类微分方程的有限多分支解的增长性

Growth of finite branch solutions of algebraid differential equations

利用亚纯函数或代数体函数的Nevanlinna值分布理论,讨论了一类高阶代数微分方程 的有限多支解的增长性,推广了N．Toda、高凌云等人的一些结果．

Using Nevanlinna theory of the value distribution of meromorphic functions or algebraid functions, growth of finite branch solutions of differential equations in the complex plane are obtained which generalizes some results due to N. Toda, Gao Ling - yun etc.