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Titlebook: Computational Intelligence: Soft Computing and Fuzzy-Neuro Integration with Applications; Okyay Kaynak,Lotfi A. Zadeh,Imre J. Rudas Confer

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,What’s in a Fuzzy Membership Value?,elations, relatively little is known about how to define the membership values in an objective way to satisfy those properties. As a result, one often ignores those properties when developing applications of fuzzy sets. We present here some successful designs of membership functions having good properties.
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Fuzzy Decision Support Systems,l as knowledge-based approaches have been suggested. The meaning of the term “decision” has also been defined differently in different areas, as has the meaning of “uncertainty”. This paper will first sketch different meanings of “decision” and “uncertainty” and then focus on algorithmic approaches relevant for decision support systems.
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Begriffe, Zielsetzung und Inhaltattern recognition and intelligence. Extensive research that proposes the use of neural models for a wide variety of applications has been conducted in the past few years. Sometimes the justification for investigating the potential of neural nets (NNs) is obvious. On the other hand, current enthusia
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https://doi.org/10.1007/978-3-642-75585-9stic expressions of a natural language. These linguistic expressions are naturally constrained by syntax and semantics of a given natural language and its cultural base of abstractions. Next, an accepted scientific paradigm and its language further restricts these linguistic expressions when proposi
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Forschung und Entwicklung (F&E)pster-Shafer theory, and possible theory, using models of modal logic [.– .– .]. There were two main reasons for pursuing research in this direction. The first reason was to offer the standard semantics of modal logic as a unifying framework within which it would be possible to compare and relate un
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Qualifikationen von Führungskräftenint of view. The basic fuzzy relational equations are the sup-. equations, with . a t-norm. In this overview paper, we deal with these equations in a general lattice-theoretic framework. We consider t-norms on bounded ordered sets, and in particular on complete lattices. We then solve sup-. equation
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