Table 2 The aggregating values of the selection of suppliers.

From: Partitioned Maclaurin symmetric mean operators in bipolar complex fuzzy sets for multiattribute decision making

Operators

\({\mathfrak{T}}_{1}\)

\({\mathfrak{T}}_{2}\)

\({\mathfrak{T}}_{3}\)

\({\mathfrak{T}}_{4}\)

BCFPMSM

\(\left(\begin{array}{c}0.9292 +\iota 0.9207,\\ -0.4736-0.1642\end{array}\right)\)

\(\left(\begin{array}{c}0.6692 +\iota 0..6775,\\ -0.282-0.1628\end{array}\right)\)

\(\left(\begin{array}{c}0.8867 +\iota 0.8456,\\ -0.1623-0.2116\end{array}\right)\)

\(\left(\begin{array}{c}0.8191 +\iota 0.8133,\\ -0.3124-0.2305\end{array}\right)\)

BCFWPMSM

\(\left(\begin{array}{c}0.5698 +\iota 0.5749,\\ -0.7548-0.5024\end{array}\right)\)

\(\left(\begin{array}{c}0.3578 +\iota 0.3465,\\ -0.618-0.5665\end{array}\right)\)

\(\left(\begin{array}{c}0. 5296+\iota 0.4833,\\ -0.5245-0.57\end{array}\right)\)

\(\left(\begin{array}{c}0.4758 +\iota 0.4441,\\ -0.6478-0.5754\end{array}\right)\)

BCFPDMSM

\(\left(\begin{array}{c}0.4031 +\iota 0.3886,\\ -0.3794-0.2124\end{array}\right)\)

\(\left(\begin{array}{c}0.1268 +\iota 0.1265,\\ -0.0635-0.5468\end{array}\right)\)

\(\left(\begin{array}{c}0.3687 +\iota 0.3637,\\ -0.3547-0.3546\end{array}\right)\)

\(\left(\begin{array}{c}0. 2515+\iota 0.2328,\\ -0.2035-0.2474\end{array}\right)\)

BCFWPDMSM

\(\left(\begin{array}{c}0. 0696+\iota 0.0736,\\ -0.7988-0.5971\end{array}\right)\)

\(\left(\begin{array}{c}0.0156 +\iota 0.0144,\\ -0.7629-0.6721\end{array}\right)\)

\(\left(\begin{array}{c}0.0788 +\iota 0.0493,\\ -0.5308-0.6583\end{array}\right)\)

\(\left(\begin{array}{c}0. 0381+\iota 0.0296,\\ -0.7569-0.7207\end{array}\right)\)