建立了含有积分项的变系数时滞微分不等式.利用该微分不等式讨论了一类具有无界时滞分离变量中立型系统的指数稳定性,所得结论扩展了现有文献的一些结果.仿真例子验证了所得结果的有效性。
A differential difference inequality with integral and time-invarying coefficient was established and the exponential stability of a class of nonlinear separated variables neutral type systems with unbounded was discussed. In addition, some results more extent than known results were obtained and their effectiveness was proved via simulation example.