Stability Analysis of Smooth Positive Fuzzy Systems
Ebrahim Navid Sadjadi, Mohammad Bagher Menhaj, Danial Sadrian Zadeh, Behzad Moshiri · 2020
The paper addresses the stability problem of positive systems represented by smooth fuzzy models. It provides the sufficient conditions of stability for such systems through the Banach Contraction Theorem. The Illustrative example shows that through the employment of the smooth compositions, the fuzzy model will have higher tolerance to the noises and disturbances for returning back to the stability, rather than the classical fuzzy models.