Neutrosophic Pythagorean Sets with Dependent Neutrosophic Pythagorean Components and its Improved Correlation Coefficients

Abstract

The concept of Neutrosophic Pythagorean set [NPS] with dependent Neutrosophic
Pythagorean components was introduced and discussed the relationship between dependent
neutrosophic and neutrosophic pythagorean components. The correlation coefficient is a statistical
measure which contributes in deciding the degree to which changes in one variable predict changes
in another. In this article, we analyze the characteristics of neutrosophic pythagorean sets with
improved correlation coefficients. We've also used the same approach in multiple attribute decisionmaking methodologies including one with a neutrosophic pythagorean environment. Finally, we
implemented for above technique to the problem of multiple attribute group decision making.