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Extensions of Banach's Contraction Principle

Numerical Functional Analysis and Optimization, 2010
Let A and B be nonempty subsets of a metric space. As a non-self mapping T: A → B does not necessarily have a fixed point, it is of considerable interest to find an element x that is as close to Tx as possible. In other words, if the fixed point equation Tx = x has no exact solution, then it is contemplated to find an approximate solution x such that ...
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Extension Principle and Fuzzy Numbers

2009
In the traditional multi-attribute decision analysis, there is a well-defined problem-solving model–the Simple Additive Weighting (SAW) method. This model can be formulated as follows. Let A1, A2, ..., A n be n alternatives and C1,C2, ..., C m m attributes with the corresponding weights w1, w2, ..., w m respectively.
Xuzhu Wang, Da Ruan, Etienne E. Kerre
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Sandwich theorems, extension principles and amenability

1994
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
BOCCUTO, Antonio, CANDELORO, Domenico
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Extension principle in fuzzy optimization

Fuzzy Sets and Systems, 1986
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Generalized Extension Principle and fuzzy number functions

Computational and Applied Mathematics
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Juscelino Araújo   +2 more
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The Extension Principle and Applications

1985
One of the most basic concepts of fuzzy set theory that can be used to generalize crisp mathematical concepts to fuzzy sets is the extension principle. In its elementary form, it was already implied in Zadeh’s first contribution [1965]. In the meantime, modifications have been suggested [Zadeh 1973a; Zadeh et al. 1975; Jain 1976].
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Wavelet Frames via Extension Principles

2003
Frame multiresolution analysis is just one way to construct wavelet frames via multiscale techniques. We already mentioned in Section 13.3 that the conditions can be weakened further, and the purpose of this chapter is to show how one can still construct frames.
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The Extension Principle

2016
Rudolf Kruse   +4 more
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