The growth of solutions of f″ + e-zf′+ Q(z)f = 0 where the order (Q) = 1

By Zong-Xuan Chen. Science China Mathematics, 2002

52 citations recorded by the source corpus.

This paper investigates the growth of solutions of the equation f″ + e-z f′ + Q(z)f = 0 where the order (Q) = 1. When Q(z) = h(z)ebz, h(z) is nonzero polynomial, b ≠ - 1 is a complex constant, every solution of the above equation has infinite order and the hyper-order 1. We improve the results of M. Frei, M. Ozawa, G. Gundersen and J. K. Langley.

Subfields: Applied Mathematics, Geometry and Topology

View Paper: https://www.semanticscholar.org/paper/d94bb2ece31733ca9480b41cadf935b63ff694a6