Table 5 Distance between each alternative and positive ideal alternative and \(\lambda =2\).

From: Some complex probabilistic hesitant fuzzy aggregation operators and their applications to multi-attribute decision making

\((\alpha _{cc},\beta _{cc})\)

\({A_1}\)

\({A_2}\)

\({A_3}\)

\({A_4}\)

\({A_5}\)

Ranking

\((\alpha _{cc}=0.5,\beta _{cc}=0.5)\)

0.3572

0.3585

0.3225

0.3721

0.3575

\(A_3\succ A_1\succ A_5\succ A_2\succ A_4\)

\((\alpha _{cc}=0.4,\beta _{cc}=0.6)\)

0.3683

0.3731

0.3276

0.3757

0.3720

\(A_3\succ A_1\succ A_5\succ A_2\succ A_4\)

\((\alpha _{cc}=0.3,\beta _{cc}=0.7)\)

0.3790

0.3872

0.3326

0.3792

0.3859

\(A_3\succ A_4\succ A_1\succ A_2\succ A_5\)

\((\alpha _{cc}=0.2,\beta _{cc}=0.8)\)

0.3895

0.4007

0.3375

0.3828

0.3994

\(A_3\succ A_4\succ A_1\succ A_5\succ A_2\)

\((\alpha _{cc}=0.1,\beta _{cc}=0.9)\)

0.3997

0.4139

0.3423

0.3862

0.4124

\(A_3\succ A_4\succ A_1\succ A_5\succ A_2\)