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handle: 20.500.11851/6760
The paper contains fuzzy Korovkin-type approximation results based on statistical rates instead of statistical convergence or ordinary convergence. The author's approach covers both the algebraic and trigonometric cases in fuzzy sense. The results are more general than the classical fuzzy Korovkin results and the statistical fuzzy approximation results; an example in this sense is presented in the last section.
Fuzzy real analysis, Approximation by positive operators, Summability methods using statistical convergence, statistical rates, Rate of convergence, degree of approximation, statistical convergence, fuzzy Korovkin theory, fuzzy positive linear operators
Fuzzy real analysis, Approximation by positive operators, Summability methods using statistical convergence, statistical rates, Rate of convergence, degree of approximation, statistical convergence, fuzzy Korovkin theory, fuzzy positive linear operators
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