中文摘要：

通过利用Nevanlinna值分布理论，考虑了当A（z）、B（z）是有穷级整函数的情况下，线性微分方程f″＋A（z）f′＋B（z）f=0无穷级解的角域测度。首先得到了一个一般性结果，接下来又结合了整函数的亏值和Borel方向进行讨论，使所得结果得到进一步完善。

英文摘要：

By using the Nevanlinna value distribution theory, the measure of infinite order solution of linear differential equations f″＋A（z）f′＋B（z）f=0 in an angle is considered when A （z） and B （z） is finite order entire function. Firstly a general result is obtained, and then combine the discussion about the entire function of deficient value and Borel directions, the results are further improved.