Oscillation criteria for non-canonical second-order nonlinear delay difference equations with a superlinear neutral term

We obtain oscillation conditions for non-canonical second-order nonlinear delay difference equations with a superlinear neutral term. To cope types of equations, we propose new criteria the main equation when coefficient does not satisfy any that call it to either converge \(0\) or \(\infty\). Our approach differs from others in first turn into canonical form and as result, only require one condition weed out non-oscillatory solutions order induce oscillation. The conclusions made here are have been condensed significantly those found literature. For sake confirmation, provide examplesthat cannot be included earlier works.