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本文探讨问题的$ H_ {infty} $一类非线性离散时间系统量化与测量和数据包辍学过滤。每个输出传送通过一个独立的沟通渠道,并在传输数据包的辍学现象是由一个单独的二进制随机分布,而量化误差处理部门限制的不确定性。基于分段Lyapunov函数方法设计的$ H_ {infty} $的分段滤波器,滤波误差系统是随机稳定的保证$ H_ {infty} $性能。有些松懈的矩阵介绍,以方便消除的Lyapunov矩阵与系统矩阵之间的耦合滤波器的设计过程。滤波器的参数可以通过求解一组线性矩阵不等式(LMIs),这些数字与商业软件听话。最后,提供了两个例子说明,表明该方法的有效性。

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This paper investigates the problem of H $ {infty}$ and filtering for a class of nonlinear discrete-time systems and quantization with measurement dropouts packet is transmitted, Each output via an independent communication channel, and the phenomenon of packet transmission In dropouts is governed b
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aThis paper investigates the problem of $H_{infty }$ filtering for a class of nonlinear discrete-time systems with measurement quantization and packet dropouts. Each output is transmitted via an independent communication channel, and the phenomenon of packet dropouts in transmission is governed by an individual random b [translate]