Abstract
Let f 1 and f 2 be two linearly independent solutions of the differential equation f ″ + Af = 0, where A is an entire function. Set E = f 1 f 2 . In this paper, we shall study the angular distribution of E and establish a relation between zero accumulation rays and Borel directions of E . Consequently we can obtain some results in the complex differential equation by using known results in angular distribution theory of meromorphic functions.
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