ON STABILITY OF FUZZY CONTROL SYSTEMS

Abstract

Some asymptotic stability conditions of fuzzy control systems via quadratic and fuzzy Lyapunov functions are considered.

Authors and Affiliations

Vladimir Goryshkin

Keywords

Related Articles

INVESTIGATION OF VARIABILITY OF STRATOSPHERE FILLING BY BACKGROUND AEROSOL OVER TOMSK IN 2016 BY THE DATA OF LIDAR OBSERVATIONS

The article analyzes the experimental data on the variability of the vertical-temporal structure of the aerosol obtained at the lidar complex of the station for high-altitude sounding of the atmosphere of the IAO of the...

SPECIAL ASPECTS OF CALIBRATION OF IONIZING RADIATION DETECTORS USED FOR SOIL RADON MONITORING

The results of calibration of α-, β- and γ-radiation detectors mounted into borehole at depths of 0.5 and 1 m, which are destined for soil radon monitoring, are represented and analyzed. The radon isotopes radiometer RTM...

METHODS OF ISOLATION OF ELECTROMAGNETIC LITOSPHRIC SIGNALS

The physical terms of origin and distribution of electromagnetic radiation of litospheric origin and features of registration based on them are examined. Measuring methods offer seismoelectromagnetic activity is paramete...

THE CHARACTERISTIC PROBLEM FOR THE SECOND-ORDER HYPERBOLIC EQUATION LOADED ALONG ONE OF ITS CHARACTERISTICS

In this paper, we consider the Goursat problem for a loaded hyperbolic equation with the wave operator in the principal part. We prove the uniqueness and existence of solution for the problem under study, and give the so...

CALCULATION THE MAXIMUM LYAPUNOV EXPONENT FOR THE OSCILLATORY SYSTEM OF DUFFING WITH A DEGREE MEMORY

In the study of nonlinear systems, one of the important problems is the determination of the type of oscillations-periodic, quasi-periodic, random, chaotic. It is especially difficult to distinguish between quasi-periodi...

Download PDF file
  • EP ID EP465739
  • DOI 10.18454/2079-6641-2011-2-1-15-23
  • Views 141
  • Downloads 0

How To Cite

Vladimir Goryshkin (2011). ON STABILITY OF FUZZY CONTROL SYSTEMS. Вестник КРАУНЦ. Физико-математические науки, 1(), 15-23. https://europub.co.uk/articles/-A-465739