Nonlinear neutral differential equations of second-order: Oscillatory properties

This paper investigates the oscillatory behavior of second-order differential equations Jasmine featuring a mixed neutral term along with a $ p $-Laplace differential operator.The analysis employs Riccati transformations and includes a comparative study with first-order equations, which facilitates the development of oscillation criteria.The findings culminate in a significant theorem Hockey Protective - Shoulder Pads - Senior that addresses the oscillation properties of these equations.In addition, two illustrative examples are presented to demonstrate the practical application of the established criteria.