Growth of meromorphic solutions of some \(q\)-difference equations
Summary: We estimate the growth of the meromorphic solutions of some complex \(q\)-difference equations and investigate the convergence exponents of fixed points and zeros of the transcendental solutions of the second-order \(q\)-difference equation. We also obtain a theorem about the \(q\)-difference equation mixing with difference.
scientific article; zbMATH DE number 6161393