10th IEEE International Conference on Fuzzy Systems. (Cat. No.01CH37297)
DOI: 10.1109/fuzz.2001.1008855
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Fuzzy entropy: a brief survey

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Cited by 92 publications
(42 citation statements)
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“…Theentropy of a point in the fuzzy theory domain can be defined using the concept of membership functions. For a fuzzy set A with membership function µ A , the fuzzy entropy of a point x for |Y | membership functions is computed as follows [248] (here, µ i (x) denotes the degree of membership of point x with respect to class i):…”
Section: Batch Mode Active Learning For Fuzzy Label Problemsmentioning
confidence: 99%
“…Theentropy of a point in the fuzzy theory domain can be defined using the concept of membership functions. For a fuzzy set A with membership function µ A , the fuzzy entropy of a point x for |Y | membership functions is computed as follows [248] (here, µ i (x) denotes the degree of membership of point x with respect to class i):…”
Section: Batch Mode Active Learning For Fuzzy Label Problemsmentioning
confidence: 99%
“…According to the information theory, entropy is a measure of the information uncertainty. Fuzzy entropy is defined as a quantity measure of the fuzzy information gained from a fuzzy set or fuzzy system [17]. In an image captured for dimensional measurement, the gray levels are often affected by different factors such as lens magnification, lighting, and noises which may result in vagueness and ambiguity uncertainties.…”
Section: Image Definition Evaluation Based On Fuzzy Entropymentioning
confidence: 99%
“…Fuzzy entropy is the entropy of a fuzzy set, loosely representing the information of uncertainty. Fuzzy set theory has been developed to mimic the powerful capability of human reasoning to design systems that can effectively deal with complex processes [17]. By definition, a fuzzy set is a set containing elements with varying membership degrees.…”
Section: Image Definition Evaluation Based On Fuzzy Entropymentioning
confidence: 99%
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“…An extension to the image congealing approach that uses fuzzy-entropy (FE) as an objective function is described in Mac Parthalain and Strange (2013) and uses a definition of FE that is derived from the work in Hu et al (2006) and Kosko (1986). Several different definitions for FE have been proposed (Al-Sharhan et al 2001), but this work utilises an approach based on similarity relations, which is described below.…”
Section: Fuzzy-entropy-based Image Congealingmentioning
confidence: 99%