Title of article
Picture fuzzy hypersoft topsis method based on correlation coefficient
Author/Authors
Chinnadurai ، V. Department of Mathematics - Annamalai University , Bobin ، A. Department of Mathematics - Annamalai University
From page
86
To page
107
Abstract
Considering today rsquo;s complexity, we may have to deal with numbers that are dependent, like those of positive, neutraland negative values and require multi- attributes function. Also,the most significant factor is to combine these numbers to generate a single real number. When decision-makers come across such an environment, the decisions are harder to make and decision makers cannot use the soft set theory, a single attribute function. To overcome this hindrance, we introduce the notion of picture fuzzy hypersoft set with technique of order of preference by similarity to ideal solution (TOPSIS) method. This eventually helps the decisionmaker to collect the data without any misconceptions. We presentsome properties of the correlation coefficient and aggregation operators on it. Also, we propose an algorithm for the TOPSIS method based on correlation coefficients to identify a suitable leader, who can bring changes to society in the socio-political context. Finally,we present a comparative study with existing studies to show the effectiveness of the proposed method.
Keywords
Picture fuzzy set , Hypersoft set , TOPSIS , Correlation coefficient
Journal title
Journal of Hyperstructures
Journal title
Journal of Hyperstructures
Record number
2774500
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