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Item Details
Title: TOWARDS INTELLIGENT MODELING: STATISTICAL APPROXIMATION THEORY
By: George A. Anastassiou, Oktay Duman
Format: Paperback

List price: £119.99


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ISBN 10: 364226817X
ISBN 13: 9783642268175
Publisher: SPRINGER-VERLAG BERLIN AND HEIDELBERG GMBH & CO. KG
Pub. date: 14 July, 2013
Edition: 2011 ed.
Series: Intelligent Systems Reference Library 14
Pages: 236
Description: Statistical convergence has been explored in numerous contexts such as fuzzy logic theory. Here, the authors approach the subject by approximating a function by linear operators, focusing on situations in which the classical limit is not effective.
Synopsis: The main idea of statistical convergence is to demand convergence only for a majority of elements of a sequence. This method of convergence has been investigated in many fundamental areas of mathematics such as: measure theory, approximation theory, fuzzy logic theory, summability theory, and so on. In this monograph we consider this concept in approximating a function by linear operators, especially when the classical limit fails. The results of this book not only cover the classical and statistical approximation theory, but also are applied in the fuzzy logic via the fuzzy-valued operators. The authors in particular treat the important Korovkin approximation theory of positive linear operators in statistical and fuzzy sense. They also present various statistical approximation theorems for some specific real and complex-valued linear operators that are not positive. This is the first monograph in Statistical Approximation Theory and Fuzziness. The chapters are self-contained and several advanced courses can be taught.The research findings will be useful in various applications including applied and computational mathematics, stochastics, engineering, artificial intelligence, vision and machine learning. This monograph is directed to graduate students, researchers, practitioners and professors of all disciplines.
Illustrations: XVI, 236 p.
Publication: Germany
Imprint: Springer-Verlag Berlin and Heidelberg GmbH & Co. K
Returns: Returnable
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ADVANCES IN APPLIED MATHEMATICS AND APPROXIMATION THEORY (PB)
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APPLIED MATHEMATICS REVIEWS, VOLUME 1 (HB)
APPROXIMATION BY MULTIVARIATE SINGULAR INTEGRALS (PB)
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APPROXIMATION THEORY (HB)
APPROXIMATION THEORY (PB)
APPROXIMATION THEORY (PB)
APPROXIMATION, PROBABILITY AND RELATED FIELDS (HB)
APPROXIMATION, PROBABILITY, AND RELATED FIELDS (PB)
BANACH SPACE VALUED NEURAL NETWORK (HB)
COMPUTATIONAL ANALYSIS (HB)
CONSTRUCTIVE FRACTIONAL ANALYSIS WITH APPLICATIONS
CONSTRUCTIVE FRACTIONAL ANALYSIS WITH APPLICATIONS (HB)
DISCRETE APPROXIMATION THEORY (HB)
FRACTIONAL DIFFERENTIATION INEQUALITIES (HB)
FRACTIONAL DIFFERENTIATION INEQUALITIES (PB)
FRACTIONAL INEQUALITIES IN BANACH ALGEBRAS (HB)
FRONTIERS IN APPROXIMATION THEORY (HB)
FRONTIERS IN TIME SCALES AND INEQUALITIES (HB)
FUNCTIONAL NUMERICAL METHODS: APPLICATIONS TO ABSTRACT FRACTIONAL CALCULUS
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GENERALIZED FRACTIONAL CALCULUS
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GLOBAL SMOOTHNESS AND SHAPE PRESERVING INTERPOLATION BY CLASSICAL OPERATORS (HB)
HANDBOOK OF ANALYTIC COMPUTATIONAL METHODS IN APPLIED MATHEMATICS
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HANDBOOK OF COMPUTATIONAL AND NUMERICAL METHODS IN FINANCE (PB)
INEQUALITIES BASED ON SOBOLEV REPRESENTATIONS (PB)
INTELLIGENT ANALYSIS: FRACTIONAL INEQUALITIES AND APPROXIMATIONS EXPANDED
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INTELLIGENT COMPARISONS II: OPERATOR INEQUALITIES AND APPROXIMATIONS (HB)
INTELLIGENT COMPARISONS II: OPERATOR INEQUALITIES AND APPROXIMATIONS (PB)
INTELLIGENT COMPARISONS: ANALYTIC INEQUALITIES (HB)
INTELLIGENT COMPARISONS: ANALYTIC INEQUALITIES (PB)
INTELLIGENT COMPUTATIONS: ABSTRACT FRACTIONAL CALCULUS, INEQUALITIES, APPROXIMATIONS
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INTELLIGENT MATHEMATICS (HB)
INTELLIGENT MATHEMATICS (PB)
INTELLIGENT MATHEMATICS II: APPLIED MATHEMATICS AND APPROXIMATION THEORY (PB)
INTELLIGENT NUMERICAL METHODS II: APPLICATIONS TO MULTIVARIATE FRACTIONAL CALCULUS (HB)
INTELLIGENT NUMERICAL METHODS: APPLICATIONS TO FRACTIONAL CALCULUS (HB)
INTELLIGENT NUMERICAL METHODS: APPLICATIONS TO FRACTIONAL CALCULUS (PB)
INTELLIGENT ROUTINES (HB)
INTELLIGENT ROUTINES (PB)
INTELLIGENT ROUTINES II (HB)
INTELLIGENT ROUTINES II (PB)
INTELLIGENT SYSTEMS (HB)
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NUMERICAL ANALYSIS USING SAGE (HB)
NUMERICAL ANALYSIS USING SAGE (PB)
ORDINARY AND FRACTIONAL APPROXIMATION BY NON-ADDITIVE INTEGRALS: CHOQUET, SHILKRET AND SUGENO INTEGRAL APPROXIMATORS (HB)
PROBABILISTIC INEQUALITIES (HB)
QUANTITATIVE APPROXIMATIONS
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UNIFICATION OF FRACTIONAL CALCULI WITH APPLICATIONS
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