Study of Complex Oscillation of Solutions of a Second Order Linear Differential Equation With Entire Coefficients of (α,β, γ )-Order

Abstract

In this paper, we deal with the complex oscillation of solutions of linear differential equation. We mainly study the interaction between the growth, zeros of solutions with the coefficients of second order linear differential equations in terms of ( α, β, γ )-order and obtain some results in general form which considerably extend some results of [5], [18] and [21].