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In this stage, a fuzzy system of high-quality rules is already formed which contains no redundancy.
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The capability of a fuzzy system for making implications between antecedents and consequents makes it appropriate for complex system analysis [18, 19].
Tuning a fuzzy system to meet a given set of requirements is usually a difficult task that involves many parameters.
These fuzzy parameters capture the different uncertainties of a fuzzy system: imprecision of inputs, vagueness of antecedent linguistic labels and smoothness requirements of outputs.
A fuzzy system consists of three parts: fuzzification, defuzzification, and a fuzzy inference engine with IF-THEN-based rules.
A new method of obtaining a fuzzy system by means of a support vector machine (SVM) with a data-dependent kernel matrix is introduced.
Especially in the construction of a fuzzy system from a set of given training examples, little attention has been paid to the analysis of the trade-off between complexity and accuracy maintaining the interpretability of the final fuzzy system.
The smoothing factor of filter, i.e., α(n) is adjusted by a fuzzy system continuously for MC of each frame.
A fuzzy system is a mapping of an input data vector into a scalar output based on FL, using the fuzzyfication, fuzzy inference, and defuzzification components.
In this article, a fuzzy system with Manhattan distances of two feature vectors as input and similarity measure as output has been added to decision-making component.
If the premise variable is the state of the system, then a fuzzy system describes a wide class of nonlinear systems.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com