非线性时滞Gronwill-like不等式的推广

Generalization of Retarded Gronwall-like Integral Inequalities with Nonlinear Term

讨论了非线性函数下的时滞Gronwill-like积分不等式,将不等式中的常数项推广为连续函数,而使得Lipovan和zhao的相关结果成为一种特殊情况.

This paper discusses a retarded GronwaU-like integral inequality with the nonlinear term, and generalizes the constant term of integral inequality to a continuous function, where Lipovan＇ s results and Zhao＇ s results are taken as special cases of the result.