Sep 26, 2014 · This article investigates the control problem for polynomial fuzzy discrete-time systems. Signal quantization is considered in this article.

This article investigates the H [infin] control problem for polynomial fuzzy discrete-time systems. Signal quantization is considered in this article.

This article investigates the H ∞ control problem for polynomial fuzzy discrete‐time systems. Signal quantization is considered in this article.

This firm position allows an unrestricted application of IHL in internal conflicts with a consequent wide protection of civilians in internal wars. Those rules ...

Quantized control for polynomial fuzzy discrete-time systems. Zhou, Q.; Chen, Z.; Li, X.; Gao, Y. Complexity 21(2): 325-332. ISSN: 1076-2787; 1099-0526. 2014 ...

Qi Zhou, Ziran Chen, Xinchen Li, Yabin Gao : Quantized control for polynomial fuzzy discrete-time systems. Complex. 21(2): 325-332 (2015).

This paper is concerned with the issue of developing a novel strategy to reduce the conservatism of stability conditions for discrete-time Takagi–Sugeno ...

This paper deals with the problem of designing a controller for a class of discrete-time nonlinear systems which is represented by discrete-time polynomial ...

This paper considers the problem of H∞ filtering for uncertain discrete-time systems with quantized measurements and packet dropouts.

First, a novel method is first proposed to model polynomial fuzzy discrete-time systems and handle the quantized control problem of the systems. Second ...