Novel Operations in Bipolar Pythagorean Fuzzy Matrices

  • V.Chinnadurai, G.Thirumurugan, M.Umamaheswari

Abstract

In this paper,present anew proposal related to Bipolar Pythagorean fuzzy matrix. The main characteristic of the Bipolar Pythagorean fuzzy matrix is to break the specification that the sum of the membership degree and the non-membership degree to which one more satisfying a condition provided by a specialist may be larger than one, but they square off is equal to or less than one. Principally those involving the operation P → Q define a standard Bipolar Pythagorean fuzzy implication operator with other operations. We define some novel operations for Bipolar Pythagorean fuzzy matrices(→,,  ) and talk about their arithmetic possessions with a fewaccessible operations (, , , _, @) in detail. Also, we prove some novelconsequences associated with the standard Bipolar Pythagorean fuzzy implication (→). Finally, implication operation A→ B has been comprehensive for Bipolar Pythagorean fuzzy matrices.

Keywords:Bipolar Pythagorean fuzzy matrix, Sum and Product of Bipolar Pythagorean Fuzzy Matrix, Implication Operation.

Published
2020-06-06
How to Cite
V.Chinnadurai, G.Thirumurugan, M.Umamaheswari. (2020). Novel Operations in Bipolar Pythagorean Fuzzy Matrices. International Journal of Advanced Science and Technology, 29(04), 5387 - 5401. Retrieved from http://sersc.org/journals/index.php/IJAST/article/view/25979