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Bimonthly Since 1986 |
ISSN 1004-9037
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Publication Details |
Edited by: Editorial Board of Journal of Data Acquisition and Processing
P.O. Box 2704, Beijing 100190, P.R. China
Sponsored by: Institute of Computing Technology, CAS & China Computer Federation
Undertaken by: Institute of Computing Technology, CAS
Published by: SCIENCE PRESS, BEIJING, CHINA
Distributed by:
China: All Local Post Offices
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Abstract
Fuzzy inference systems, In order to account for uncertainty and imprecision in decision making, models like the Mamdani and Sugeno models are widely utilised. MATLAB is a well-known programming environment that offers the required tools and techniques for individuals interested in creating and deploying fuzzy inference systems. The Mamdani and Sugeno fuzzy inference systems have been implemented in MATLAB to evaluate Diabetes Mellitus (DM), and this abstract gives a quick overview of how it was done.The Mamdani model uses fuzzy sets to describe uncertain data and is based on language standards. Users of MATLAB can quickly design and simulate Mamdani fuzzy systems using the Fuzzy Logic Toolbox. Users are entirely free to define and create membership functions, fuzzy rule sets, simulations, and Mamdani system optimisations. The behaviour of the system is made clearer by MATLAB's visualisation options, such as the surface plot and the rules plot.The Sugeno, or Takagi-Sugeno-Kang (TSK) model, blends fuzzy rules with linear functions to produce inferences and predictions. The Fuzzy Logic Toolbox in MATLAB can be used to implement Sugeno fuzzy systems. After linguistic variables and membership functions have been used to specify the input-output relationships, the user can define the linear functions connected to each rule. Sugeno fuzzy systems' rule surfaces and output response curves can be quickly assessed, simulated, and displayed in MATLAB. In conclusion, The Mamdani and Sugeno fuzzy inference systems can be effectively built using MATLAB. Rapid system modelling, simulation, and analysis software is available. Fuzzy logic techniques in MATLAB can be used by academics and professionals to deal with uncertainty and imprecision in decision-making procedures.
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