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2007 IEEE International Conference on Industrial Engineering and Engineering Management, 2007
Max-min and max-product compositions are commonly utilized to optimize a linear objective function subject to fuzzy relational equations. Both are members in the class of max-t-norm composition. In this study, a linear convex combination of max-min and max-average compositions is considered for the same optimization model, which does not belong to the ...
null Yan-Kuen Wu, null Wen-Wei Yang
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Max-min and max-product compositions are commonly utilized to optimize a linear objective function subject to fuzzy relational equations. Both are members in the class of max-t-norm composition. In this study, a linear convex combination of max-min and max-average compositions is considered for the same optimization model, which does not belong to the ...
null Yan-Kuen Wu, null Wen-Wei Yang
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An Efficient Trust-Based Routing Scheme by Max-Min Composition of Fuzzy Logic for MANET
2016Mobile ad hoc network is an infrastructure-less network of distributed nodes. It is spontaneous, self-organized, and also dynamic. In ad hoc environment, due to frequent communication among nodes and lack of enough information about nodes, it is complicated to measure trust.
null Joydeep Kundu +2 more
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A solution for Eigen fuzzy sets of adjoint max-min composition and its application to image analysis
IEEE International Symposium on Intelligent Signal Processing, 2003, 2004As a principal component analysis of the images based on an ordered structure, the greatest eigen fuzzy set (GEFS) and the smallest eigen fuzzy set (SEFS) of max-min composition and adjoint one, are proposed. In the case of the proposed method, an original image is regarded as a fuzzy relation by intensity normalization, and the GEFS and the SEFS are ...
Hajime Nobuhara, Kaoru Hirota
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International Journal of Uncertainty, Fuzziness and Knowledge-Based Systems, 2015
Motivated by application in BitTorrent-like Peer-to-Peer resource sharing system, we introduce the maximization and minimization semi-latticized fuzzy relation geometric programming problems with max-min composition in this paper. The objective function in the proposed problem in nonlinear and the feasible domain is non-convex.
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Motivated by application in BitTorrent-like Peer-to-Peer resource sharing system, we introduce the maximization and minimization semi-latticized fuzzy relation geometric programming problems with max-min composition in this paper. The objective function in the proposed problem in nonlinear and the feasible domain is non-convex.
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2010 Third International Joint Conference on Computational Science and Optimization, 2010
Fuzzy relational equations have played an important role in fuzzy modeling and applied to many practical problems. Most theories of fuzzy relational equations based on a premise that the solution set is not empty. However, this is often not the case in practical applications. Recently, Chakraborty et al.
Yak-Kuen Wu +3 more
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Fuzzy relational equations have played an important role in fuzzy modeling and applied to many practical problems. Most theories of fuzzy relational equations based on a premise that the solution set is not empty. However, this is often not the case in practical applications. Recently, Chakraborty et al.
Yak-Kuen Wu +3 more
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View materialization using fuzzy MAX–MIN composition with association rule mining (VMFCA)
Innovations in Systems and Software Engineering, 2022Partha Ghosh +3 more
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RCHUB JOURNAL OF COMPUTATIONAL INTELLIGENCE SCIENCE AND ENGINEERING (JCISE)
In this paper, we explore the fermatean m-polar fuzzy max-min-max composite relation, improved fermatean m-polar fuzzy composite relation and propose refined fermatean m-polar fuzzy composite relation approach for better results. The validity of the refined fermatean m-polar fuzzy composite relation is tested through numerical experiments, comparing it
null Dr. A. Radharamani +1 more
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In this paper, we explore the fermatean m-polar fuzzy max-min-max composite relation, improved fermatean m-polar fuzzy composite relation and propose refined fermatean m-polar fuzzy composite relation approach for better results. The validity of the refined fermatean m-polar fuzzy composite relation is tested through numerical experiments, comparing it
null Dr. A. Radharamani +1 more
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INTERNATIONAL JOURNAL OF COMPUTING ALGORITHM, 2014
In this paper we introduce a condition called Generalized Intuitionistic fuzzy condition GIFC. Using this condition a new technique called Fuzzy Max-Min composition algorithm is used to obtain the best level quality of two – wheelers of various companies among the customers.
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In this paper we introduce a condition called Generalized Intuitionistic fuzzy condition GIFC. Using this condition a new technique called Fuzzy Max-Min composition algorithm is used to obtain the best level quality of two – wheelers of various companies among the customers.
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A Comparative Study of Max-Min, Max-Product and Max-Average Compositions in Reflexive Fuzzy Relation
International Journal of Mathematics Trends and TechnologyThis paper presents a comparative study of three important composition operators in fuzzy relations, such as max-min, max-product, and max-average compositions. The study demonstrates that these operators hold for a reflexive fuzzy relation. Furthermore, an illustrative example is provided for each type of composition, using matrices of order3×3.
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SOME ALGEBRAIC STRUCTURES ON MAX-MAX, MIN-MIN COMPOSITIONS OVER INTUITIONISTIC FUZZY MATRICES
Advances in Mathematics: Scientific Journal, 2020T. Muthuraji, K. Lalitha
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