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中文摘要：
对于系数是复常数的Riccati微分方程,y＇=py2＋qy＋r,其中p=a＋bi,q=c＋di,r=e＋f i是复数,a,b,c,d,e,f∈R,i是虚单位,且pr≠0,得到了此类方程解存在的一些条件,并给出了相关的应用.
英文摘要：
In this paper, for the Riccati differential equation of y＇ = py2 ＋ qy ＋ r with complex coefficient, among them p = a ＋ bi,q = c ＋ di and r = e ＋fi are complex numbers, a, b,c,d, e, f∈ R,i is a virtual unit and pr≠0. Some conditions for the existence of solutions of these equa- tions are obtained, and the related applications are given.
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