Oscillatory Behavior of Second Order Mixed Functional Nonlinear Differential Equations with Superlinear Neutral Terms

Abstract

This paper finds some new oscillation conditions of second order mixed functional nonlinear differential equations with superlinear neutral terms of the form

  () f  0,                        0,

where ()  ()    ,  is the ratio of odd positive integers with
 1. Moreover, and () is a mixed type deviating argument. The results obtained here extend, simplify, and generalize existing ones in the literature. Examples are given to demonstrate the results.