Qualitative Behavior of Unbounded Solutions of Neutral Differential Equations of Third-Order.

New oscillatory properties for the oscillation of unbounded solutions to a class of thirdorder neutral differential equations with several deviating arguments are established. Several oscillation results are established by using generalized Riccati transformation and a integral average technique under the case of unbounded neutral coefficients. Examples are given to prove the significance of new theorems. [ABSTRACT FROM AUTHOR]