Oscillation of certain third-order difference equations
Copyright policy )Oscillation of certain third-order difference equations
New criteria for oscillatory behavior of all solutions of third-order difference equations of the type \[ \Delta^3 x_n=p_n \Delta^2x_{n+m} +q_n F(x_{n-g}, \Delta x_{n-h}) \] are presented.
- Cairo University Egypt
- National University of Singapore Libraries Singapore
- National University of Singapore Singapore
Difference equations, Stability of difference equations, difference equations, oscillation, 510, almost oscillation, Oscillation, nonoscillation, Computational Mathematics, Computational Theory and Mathematics, Modelling and Simulation, Almost oscillation, Nonoscillation, Numerical methods for functional equations, Difference equations.
Difference equations, Stability of difference equations, difference equations, oscillation, 510, almost oscillation, Oscillation, nonoscillation, Computational Mathematics, Computational Theory and Mathematics, Modelling and Simulation, Almost oscillation, Nonoscillation, Numerical methods for functional equations, Difference equations.
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