Fuzzy Mathematics: Approximation Theory
This monograph belongs to the broader area of Fuzzy Mathematics and it is the first one in Fuzzy Approximation Theory. The chapters are self-contained with lots of applications to teach several advanced courses and the topics covered are very diverse. An extensive background of Fuzziness and Fuzzy R...
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| Format: | eBook |
| Language: | English |
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Berlin, Heidelberg
Springer Berlin Heidelberg
2010, 2010
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| Edition: | 1st ed. 2010 |
| Series: | Studies in Fuzziness and Soft Computing
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| Collection: | Springer eBooks 2005- - Collection details see MPG.ReNa |
Table of Contents:
- ABOUT H-FUZZY DIFFERENTIATION
- ON FUZZY TAYLOR FORMULAE
- FUZZY OSTROWSKI INEQUALITIES
- A FUZZY TRIGONOMETRIC APPROXIMATION THEOREM OF WEIERSTRASS-TYPE
- ON BEST APPROXIMATION AND JACKSON-TYPE ESTIMATES BY GENERALIZED FUZZY POLYNOMIALS
- BASIC FUZZY KOROVKIN THEORY
- FUZZY TRIGONOMETRIC KOROVKIN THEORY
- FUZZY GLOBAL SMOOTHNESS PRESERVATION
- FUZZY KOROVKIN THEORY AND INEQUALITIES
- HIGHER ORDER FUZZY KOROVKIN THEORY USING INEQUALITIES
- FUZZY WAVELET LIKE OPERATORS
- ESTIMATES TO DISTANCES BETWEEN FUZZY WAVELET LIKE OPERATORS
- FUZZY APPROXIMATION BY FUZZY CONVOLUTION OPERATORS
- DEGREE OF APPROXIMATION OF FUZZY NEURAL NETWORK OPERATORS, UNIVARIATE CASE
- HIGHER DEGREE OF FUZZY APPROXIMATION BY FUZZY WAVELET TYPE AND NEURAL NETWORK OPERATORS
- FUZZY RANDOM KOROVKIN THEOREMS AND INEQUALITIES
- FUZZY-RANDOM NEURAL NETWORK APPROXIMATION OPERATORS, UNIVARIATE CASE
- -SUMMABILITY AND FUZZY KOROVKIN APPROXIMATION
- -SUMMABILITY AND FUZZY TRIGONOMETRIC KOROVKIN APPROXIMATION
- UNIFORM REAL AND FUZZY ESTIMATES FOR DISTANCES BETWEEN WAVELET TYPE OPERATORS AT REAL AND FUZZY ENVIRONMENT.