Fixed points of meromorphic solutions for some difference equations (Q369992)

Summary: We investigate fixed points of meromorphic solutions \(y(z)\) for the Pielou logistic equation and obtain some estimates of exponents of convergence of fixed points of \(y(z)\) and its shifts \(y(z + n)\), differences \(\Delta y(z) = y(z + 1) - y(z)\), and divided differences \(\Delta y(z)/y(z)\).