An Odd Solution to the Functional Equation ... = exp (P(x)).
In this paper we investigate the asymptotic properties of all solutions of the delay differential equation y’(x)=a(x)y((x))+b(x)y(x), xI=[x0,). We set up conditions under which every solution of this equation can be represented in terms of a solution of the differential equation z’(x)=b(x)z(x), xI and a solution of the functional equation |a(x)|((x))=|b(x)|(x), xI.