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: | Electronic |
| Language: | English |
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Berlin, Heidelberg :
Springer Berlin Heidelberg,
2010.
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| Series: | Studies in Fuzziness and Soft Computing,
251 |
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| Online Access: | https://ezaccess.library.uitm.edu.my/login?url=http://dx.doi.org/10.1007/978-3-642-11220-1 |
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 Polynomi-Als
- 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 Fuzzywaveletlike 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 In-Equalities
- Fuzzy-Random Neural Network Approximation Operators, Univariate Case- A-Summability and Fuzzy Korovkin Approximation
- A-Summability and Fuzzy Trigonometric Korovkin Approximation
- Uniform Real and Fuzzy Estimates For Distances Betweenwavelet Type Operators At Real and Fuzzy Environment.