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On fuzzification of topological categories

Fuzzy Sets and Systems, 2014
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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A Fuzzification of the Relational Data Model

Database Systems for Advanced Applications '93, 1993
Expression and processing of vagueness, which has many real world applications, is not handled effectively in the conventional relational model. In this paper we investigate a fuzzy extension to the relational data model and propose three fuzzy relational query languages.
Doheon Lee   +3 more
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On fuzzification of propositional logics

Fuzzy Sets and Systems, 1999
The paper elaborates the idea of fuzzifying arbitrary crisp logics. The author proposes two different procedures. Due to the first one, the language of the propositional logic \(L\) is extended by a family of unary propositional operators and \(L\) is extended by the list of axioms related to the basic properties of the measure of fuzziness.
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On fuzzification of matroids

Fuzzy Sets and Systems, 1993
The fuzzification of matroids is studied and a method for doing so is proposed. Different results from matroid theory are stated and fuzzy analogs are defined. A theorem establishes the existence of bases in a fuzzy preindependence space (fpis) and properties of its fuzzy cardinality. Then a fuzzy matroid (fm) is defined on a finite set of a fpis.
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Retrieving information by fuzzification of queries

Journal of Intelligent Information Systems, 1993
The basic structure of an intelligent inquiring system is described. We discuss the process of generalization of requirements based on the use of fuzzy subsets. The concept of importance modification is introduced. A description of the construction of the envelope of potentially relevant items is presented.
Ronald R. Yager, Henrik Legind Larsen
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A new approach to the fuzzification of groups

Journal of Intelligent & Fuzzy Systems, 2019
In the present paper we present a new approach to the fuzzification of groups, which is defined by the hazy associative law (a new fuzzy associative law) on hazy binary operations. It is also called an M -hazy group.
Qi Liu 0021, Fu-Gui Shi
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On fuzzification of some concepts of graphs

Fuzzy Sets and Systems, 1999
The author discusses certain fuzzy sets which generalize the concepts of internally stable set (also known as independent set), externally stable set (also known as dominating set), not externally dominated set (which means a set of vertices such that there is no arc from outside it into it) and kernel.
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Operator Method of Fuzzification

2000
This paper presents a contribution to elaboration of theoretical methods of fuzzification. This is a very important problem, which was so far tackled from the side of probability and/or metric (topological) methods. A new method based on Hermit's operators of quantum mechanics is proposed in this paper.
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Intermediary Fuzzification in Speech Emotion Recognition

2020 IEEE International Conference on Fuzzy Systems (FUZZ-IEEE), 2020
Affective systems are getting increasingly more attention from researchers and high-tech companies in order to enable the acknowledgment or adaptation to a user’s mood. Emotion classification is typically a hard problem due to the number of subtle cues which are present in human facial and body expressions, or in voiced utterances.
Gustavo Assunção, Paulo Menezes 0001
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An approach to the fuzzification of complete lattices

Journal of Intelligent & Fuzzy Systems, 2014
This paper presents an approach to the fuzzification of complete lattices. This kind of fuzzification is a functor from the category of complete lattices to the category of complete L-ordered sets. It not only can be considered as an algebraic representation of the Lowen functor ω L , but ...
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