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A Modified Algorithm for Solving Interval Valued Fuzzy Relational Equations

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In this paper, it is introduced a modified algorithm is proposed to solve the Interval valued (I – V) fuzzy relational equation P•Q = R with max-min composition and max product composition. The algorithm operates systematically and graphically on a matrix pattern to get all the interval solution of P. An example is given to illustrate its effectiveness.

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International Journal of Computing Algorithm, Vol 3(1), June 2014 ISSN(Print):2278-2397 Website: www.ijcoa.com A Modified Algorithm for Solving Interval Valued Fuzzy Relational Equations T.Pathinathan1 , J.Jon Arockiaraj 2 , Ilavarasi P2 1 Department of Mathematics, Loyola college,Chennai 2 Department of Mathematics, St. Joseph’s College, Cuddalore, India E-mail: jonarockiaraj@gmail.com Abstract In this paper, it is introduced a modified algorithm is proposed to solve the Interval valued (I – V) fuzzy relational equation P·Q = R with max-min composition and max product composition. The algorithm operates systematically and graphically on a matrix pattern to get all the interval solution of P. An example is given to illustrate its effectiveness.

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