On the growth of meromorphic solutions of an algebraic differential equation
The author considers the differential equation \(P(z,w,w',...,w^{(n)})=A(z,w)/B(z,w)\) where P, A, B are polynomials in w (and its derivatives) whose coefficients are meromorphic functions of z. The aim of the paper is a detailed estimate for T(r,w). Here T denotes Nevanlinna's characteristic function.
scientific article; zbMATH DE number 3903079
scientific article