On the growth of non-admissible solutions of the differential equation \((w')^ n=\sum ^{m}_{j=0}a_ jw^ j\)
The coefficients \(a_ j\) of the differential equation are meromorphic in the complex plane. As usual, T(r,f) denotes Nevanlinna's characteristic function. Several estimates are given for T(r,w) in terms of \(T(r,a_ 0),...,T(r,a_ m)\).
scientific article; zbMATH DE number 3903080