By Qing Gao
This thesis provides a systematic and imperative solution to an open challenge about the universality of dynamic fuzzy controllers. It offers a bunch of novel principles and approaches to varied matters together with common functionality approximation, common fuzzy types, common fuzzy stabilization controllers, and common fuzzy crucial sliding mode controllers. The proposed keep an eye on layout standards will be with ease verified using the MATLAB toolbox. Moreover, the thesis presents a brand new, easy-to-use form of fuzzy variable constitution keep an eye on. Emphasis is given to the purpose that, within the context of deterministic/stochastic structures in general, the authors are in reality discussing non-affine nonlinear platforms utilizing a category of generalized T-S fuzzy versions, which offer considerable potential in a wide variety of applications.