In this paper, the problem of exponential dissipation stability of T-S fuzzy system with state quantization is studied by using non-fragile sampled-data control. First, A Lyapunov-Krasovskii function containing all sampled-data and quantization information is constructed. Second, the better results can be obtained by using the integral inequality and the Newton Leibniz formula. In addition, a dissipative controller for non-fragile sampled-data is designed. Finally, The reasonable examples illustrate the significant improvement and value of this paper.

中文翻译：

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具有状态量化的不确定时变时滞TS模糊系统的指数稳定和非脆弱采样日期耗散控制

 本文利用非脆弱采样数据控制研究了带有状态量化的TS模糊系统的指数耗散稳定性问题。首先，构造一个包含所有采样数据和量化信息的Lyapunov-Krasovskii函数。其次，使用积分不等式和牛顿·莱布尼兹公式可以得到更好的结果。另外，设计了一种用于非脆弱采样数据的耗散控制器。最后，合理的例子说明了本文的重大改进和价值。