OSCILLATION OF SECOND-ORDER IMPULSIVE DELAY HYPERBOLIC EQUATIONS
Impulsive delay differential equation describes a system that is subject to different forces at different points in time,including from historical states(time-delay terms)and sudden events(impulsive excitation),it has a wide range of applications.In this paper,some sufficient conditions for oscillation of second-order impulsive delay hyperbolic equations of neutral type are obtained by using differential inequalities and eigenvalue methods under three boundary conditions,respectively.
impulsive hyperbolic systemsoscillationneutral typeboundary value condition
万方数据
维普
