Affiliation:
1. China University of Geosciences
Abstract
In this paper, oscillatory properties of solutions for neutral type nonlinear impulsive hyperbolic partial differential equations with several delays are investigated and a series of sufficient conditions for oscillation of the equations are established.
Publisher
Trans Tech Publications, Ltd.
Reference12 articles.
1. D.D. Bainov, E. Minchev. Oscillation of solutions of impulsive nonlinear parabolic differential difference equations[J]. International Journal of Theoretical Physic, 1996, 35(1): 207–215.
2. D.D. Bainov, E. Minchev. Forced oscillations of solutions of impulsive nonlinear parabolic dif- ferential-difference equations[J]. Journal of the Korean Mathematical Society, 1998, 35(4): 881–890.
3. B.T. Cui, Y.Q. Liu, F.Q. Deng. Some oscillation problems for impulsive hyperbolic differential systems with several delays[J]. Applied Mathematics and Computation, 2003, 146(2–3): 667–679.
4. L. Erbe, H. Freedman, X. Liu, J.H. Wu. Comparison principles for impulsive parabolics equations with application to models of single species growth[J]. Journal of the Australian Mathematical Society, 1991, 32, 382–400.
5. V. Lakshmikantham, D.D. Bainov, P.S. Simeonov. Theory of impulsive differential equations[M]. Singapore, World Scientific, (1989).