Table 3.

Sensitive analysis (Table 1).

Methods	Score Values	Ranking Values
Garg and Rani [37]	$0.3593,0.2195,-0.121,0.4769,0.2593$	${\stackrel{═}{\mathfrak{k}\xi }}_{AL-4}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-1}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-5}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-2}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-3}$
Liu and Chen [41]	$CannotbeCalculated$	$CannotbeCalculated$
Eq. (40)	$0.2492,0.1094,-0.231,0.3658,0.1492$	${\stackrel{═}{\mathfrak{k}\xi }}_{AL-4}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-1}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-5}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-2}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-3}$
Eq. (41)	$0.2492,0.1094,-0.231,0.3658,0.1492$	${\stackrel{═}{\mathfrak{k}\xi }}_{AL-4}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-1}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-5}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-2}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-3}$
Eq. (42)	$0.2475,0.1077,-0.232,0.3635,0.1465$	${\stackrel{═}{\mathfrak{k}\xi }}_{AL-4}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-1}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-5}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-2}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-3}$
Eq. (43)	$0.2475,0.1077,-0.232,0.3635,0.1465$	${\stackrel{═}{\mathfrak{k}\xi }}_{AL-4}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-1}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-5}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-2}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-3}$
Eq. (44)	$0.3602,0.2207,-0.114,0.4683,0.2626$	${\stackrel{═}{\mathfrak{k}\xi }}_{AL-4}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-1}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-5}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-2}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-3}$
Eq. (45)	$0.4713,0.3318,-0.225,0.5794,0.3737$	${\stackrel{═}{\mathfrak{k}\xi }}_{AL-4}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-1}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-5}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-2}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-3}$
Eq. (46)	$0.5413,0.4118,-0.3051,0.6584,0.4527$	${\stackrel{═}{\mathfrak{k}\xi }}_{AL-4}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-1}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-5}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-2}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-3}$
Eq. (47)	$0.2501,0.1106,-0.003,0.3572,0.1515$	${\stackrel{═}{\mathfrak{k}\xi }}_{AL-4}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-1}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-5}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-2}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-3}$
Eq. (49)	$0.6695,0.6273,0.6061,0.6654,0.6128$	${\stackrel{═}{\mathfrak{k}\xi }}_{AL-1}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-4}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-2}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-5}>{\stackrel{═}{\mathfrak{k}\xi }}_{AL-3}$