This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance objective using a sum of squares (SOS) approach. Fuzzy model and controller are represented by a polynomial fuzzy model and controller. The design condition is obtained by using polynomial Lyapunov functions that not only guarantee stability but also satisfy the Hâ performance objective. The design condition is represented in terms of an SOS that can be numerically solved via the SOSTOOLS. A simulation study is presented to show the effectiveness of the SOS-based Hâ control designfor nonlinear polynomial fuzzy systems
This paper presents the stability analysis of polynomial fuzzy-model-based (PFMB) control system, fo...
Abstract — This paper presents stability and stabilization conditions of polynomial discrete fuzzy s...
This paper presents a new sum-of-squares (SOS, for brevity) design framework for robust control of p...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with H∞ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with H∞ performance obj...
This paper presents the guaranteed cost control of polynomial fuzzy systems via a sum of squares (SO...
This paper deals with a sum-of-squares (SOS)-based control Lyapunov function (CLF) design for polyno...
This paper presents the stability analysis of polynomial fuzzy-model-based (PFMB) control system, fo...
Abstract — This paper presents stability and stabilization conditions of polynomial discrete fuzzy s...
This paper presents a new sum-of-squares (SOS, for brevity) design framework for robust control of p...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with Hâ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with H∞ performance obj...
This paper proposes the control design ofa nonlinear polynomial fuzzy system with H∞ performance obj...
This paper presents the guaranteed cost control of polynomial fuzzy systems via a sum of squares (SO...
This paper deals with a sum-of-squares (SOS)-based control Lyapunov function (CLF) design for polyno...
This paper presents the stability analysis of polynomial fuzzy-model-based (PFMB) control system, fo...
Abstract — This paper presents stability and stabilization conditions of polynomial discrete fuzzy s...
This paper presents a new sum-of-squares (SOS, for brevity) design framework for robust control of p...