Table 7 Expert decision matrix.

From: Einstein aggregation operators for multicriteria group decision making in uncertain environments using cubic picture fuzzy sets

 

\({C}_{1}\)

\({C}_{2}\)

\({C}_{3}\)

\({C}_{4}\)

\({A}_{1}\)

\(\left[\begin{array}{c}\langle \left[0.83, 0.95\right],0.78\rangle \\ \langle \left[0.03, 0.04\right],0.01\rangle \\ \langle \left[0.01, 0.05\right],0.20\rangle \end{array}\right]\)

\(\left[\begin{array}{c}\langle \left[0.25, 0.41\right],0.45\rangle \\ \langle \left[0.07, 0.30\right],0.35\rangle \\ \langle \left[0.09, 0.19\right],0.02\rangle \end{array}\right]\)

\(\left[\begin{array}{c}\langle \left[0.83, 0.95\right],0.78\rangle \\ \langle \left[0.03, 0.04\right],0.01\rangle \\ \langle \left[0.01, 0.05\right],0.20\rangle \end{array}\right]\)

\(\left[\begin{array}{c}\langle \left[0.11, 0.31\right],0.35\rangle \\ \langle \left[0.07, 0.13\right],0.17\rangle \\ \langle \left[0.12, 0.14\right],0.20\rangle \end{array}\right]\)

\({A}_{2}\)

\(\left[\begin{array}{c}\langle \left[0.11, 0.31\right],0.35\rangle \\ \langle \left[0.07, 0.13\right],0.17\rangle \\ \langle \left[0.12, 0.14\right],0.20\rangle \end{array}\right]\)

\(\left[\begin{array}{c}\langle \left[0.83, 0.95\right],0.78\rangle \\ \langle \left[0.03, 0.04\right],0.01\rangle \\ \langle \left[0.01, 0.05\right],0.20\rangle \end{array}\right]\)

\(\left[\begin{array}{c}\langle \left[0.11, 0.31\right],0.35\rangle \\ \langle \left[0.07, 0.13\right],0.17\rangle \\ \langle \left[0.12, 0.14\right],0.20\rangle \end{array}\right]\)

\(\left[\begin{array}{c}\langle \left[0.25, 0.41\right],0.45\rangle \\ \langle \left[0.07, 0.30\right],0.35\rangle \\ \langle \left[0.09, 0.19\right],0.02\rangle \end{array}\right]\)

\({A}_{3}\)

\(\left[\begin{array}{c}\langle \left[0.25, 0.41\right],0.45\rangle \\ \langle \left[0.07, 0.30\right],0.35\rangle \\ \langle \left[0.09, 0.19\right],0.02\rangle \end{array}\right]\)

\(\left[\begin{array}{c}\langle \left[0.11, 0.31\right],0.35\rangle \\ \langle \left[0.07, 0.13\right],0.17\rangle \\ \langle \left[0.12, 0.14\right],0.20\rangle \end{array}\right]\)

\(\left[\begin{array}{c}\langle \left[0.25, 0.41\right],0.45\rangle \\ \langle \left[0.07, 0.30\right],0.35\rangle \\ \langle \left[0.09, 0.19\right],0.02\rangle \end{array}\right]\)

\(\left[\begin{array}{c}\langle \left[0.33, 0.67\right],0.37\rangle \\ \langle \left[0.04, 0.22\right],0.17\rangle \\ \langle \left[0.01, 0.34\right],0.47\rangle \end{array}\right]\)

\({A}_{4}\)

\(\left[\begin{array}{c}\langle \left[0.83, 0.95\right],0.78\rangle \\ \langle \left[0.03, 0.04\right],0.01\rangle \\ \langle \left[0.01, 0.05\right],0.20\rangle \end{array}\right]\)

\(\left[\begin{array}{c}\langle \left[0.33, 0.67\right],0.37\rangle \\ \langle \left[0.04, 0.22\right],0.17\rangle \\ \langle \left[0.01, 0.34\right],0.47\rangle \end{array}\right]\)

\(\left[\begin{array}{c}\langle \left[0.33, 0.67\right],0.37\rangle \\ \langle \left[0.04, 0.22\right],0.17\rangle \\ \langle \left[0.01, 0.34\right],0.47\rangle \end{array}\right]\)

\(\left[\begin{array}{c}\langle \left[0.83, 0.95\right],0.78\rangle \\ \langle \left[0.03, 0.04\right],0.01\rangle \\ \langle \left[0.01, 0.05\right],0.20\rangle \end{array}\right]\)

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