一类高阶微分方程亚纯解的增长性
ON THE GROWTH OF MEROMORPHIC SOLUTIONS OF A CLASS OF HIGHER ORDER
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摘要: 研究了高阶微分方程f^(k)+A_k-1f^(k-1)+\cdots+A_1f^'+A_0f=0 亚纯解的增长性.假设b\neq 0是复常数，定义指标集\mathnormal\Lambda=\a|a=c_ab,-1Abstract: The growth of meromorphic solutions of the differential equation f^(k)+A_k-1f^(k-1)+\cdots+A_1f^'+A_0f=0 is investigated. Suppose that b is a complex constant. Define a set \mathnormal\Lambda=\a|a=c_ab,-1
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