Table 7 Grey possibility degree of...

Table 7

Grey possibility degree of alternatives

Alternatives	Grey possibility degree	Alternatives	Grey possibility degree
$L^{*} = L (\otimes {T W S}_{11}) + L (\otimes G_{1}^{\max})$	0.871134	$P (\otimes {T W S}_{11} ⩽ \otimes G_{1}^{\max})$	0.562130
$L^{*} = L (\otimes {T W S}_{12}) + L (\otimes G_{2}^{\max})$	1.010268	$P (\otimes {T W S}_{12} ⩽ \otimes G_{2}^{\max})$	0.687935
$L^{*} = L (\otimes {T W S}_{13}) + L (\otimes G_{3}^{\max})$	0.862245	$P (\otimes {T W S}_{13} ⩽ \otimes G_{3}^{\max})$	0.569444
		$P {{T W S}_{1} ⩽ G^{\max}}$	0.606503
$L^{*} = L (\otimes {T W S}_{21}) + L (\otimes G_{1}^{\max})$	0.873711	$P (\otimes {T W S}_{21} ⩽ \otimes G_{1}^{\max})$	0.551622
$L^{*} = L (\otimes {T W S}_{22}) + L (\otimes G_{2}^{\max})$	1.074525	$P (\otimes {T W S}_{22} ⩽ \otimes G_{2}^{\max})$	0.632195
$L^{*} = L (\otimes {T W S}_{23}) + L (\otimes G_{3}^{\max})$	0.854592	$P (\otimes {T W S}_{23} ⩽ \otimes G_{3}^{\max})$	0.596491
		$P {{T W S}_{2} ⩽ G^{\max}}$	0.593436
$L^{*} = L (\otimes {T W S}_{31}) + L (\otimes G_{1}^{\max})$	0.886598	$P (\otimes {T W S}_{31} ⩽ \otimes G_{1}^{\max})$	0.50000
$L^{*} = L (\otimes {T W S}_{32}) + L (\otimes G_{2}^{\max})$	1.28125	$P (\otimes {T W S}_{32} ⩽ \otimes G_{2}^{\max})$	0.50000
$L^{*} = L (\otimes {T W S}_{33}) + L (\otimes G_{3}^{\max})$	0.80102	$P (\otimes {T W S}_{33} ⩽ \otimes G_{3}^{\max})$	0.80303
		$P {{T W S}_{3} ⩽ G^{\max}}$	0.60101
$L^{*} = L (\otimes {T W S}_{41}) + L (\otimes G_{1}^{\max})$	0.881443	$P (\otimes {T W S}_{41} ⩽ \otimes G_{1}^{\max})$	0.520468
$L^{*} = L (\otimes {T W S}_{42}) + L (\otimes G_{2}^{\max})$	0.996727	$P (\otimes {T W S}_{42} ⩽ \otimes G_{2}^{\max})$	0.700917
$L^{*} = L (\otimes {T W S}_{43}) + L (\otimes G_{3}^{\max})$	0.882653	$P (\otimes {T W S}_{43} ⩽ \otimes G_{3}^{\max})$	0.500000
		$P {{T W S}_{4} ⩽ G^{\max}}$	0.573795
$L^{*} = L (\otimes {T W S}_{51}) + L (\otimes G_{1}^{\max})$	0.847938	$P (\otimes {T W S}_{51} ⩽ \otimes G_{1}^{\max})$	0.659574
$L^{*} = L (\otimes {T W S}_{52}) + L (\otimes G_{2}^{\max})$	0.821017	$P (\otimes {T W S}_{52} ⩽ \otimes G_{2}^{\max})$	0.927686
$L^{*} = L (\otimes {T W S}_{53}) + L (\otimes G_{3}^{\max})$	0.783163	$P (\otimes {T W S}_{53} ⩽ \otimes G_{3}^{\max})$	0.879377
		$P {{T W S}_{5} ⩽ G^{\max}}$	0.822213

Alternatives	Grey possibility degree	Alternatives	Grey possibility degree
$L^{*} = L (\otimes {T W S}_{11}) + L (\otimes G_{1}^{\max})$	0.871134	$P (\otimes {T W S}_{11} ⩽ \otimes G_{1}^{\max})$	0.562130
$L^{*} = L (\otimes {T W S}_{12}) + L (\otimes G_{2}^{\max})$	1.010268	$P (\otimes {T W S}_{12} ⩽ \otimes G_{2}^{\max})$	0.687935
$L^{*} = L (\otimes {T W S}_{13}) + L (\otimes G_{3}^{\max})$	0.862245	$P (\otimes {T W S}_{13} ⩽ \otimes G_{3}^{\max})$	0.569444
		$P {{T W S}_{1} ⩽ G^{\max}}$	0.606503
$L^{*} = L (\otimes {T W S}_{21}) + L (\otimes G_{1}^{\max})$	0.873711	$P (\otimes {T W S}_{21} ⩽ \otimes G_{1}^{\max})$	0.551622
$L^{*} = L (\otimes {T W S}_{22}) + L (\otimes G_{2}^{\max})$	1.074525	$P (\otimes {T W S}_{22} ⩽ \otimes G_{2}^{\max})$	0.632195
$L^{*} = L (\otimes {T W S}_{23}) + L (\otimes G_{3}^{\max})$	0.854592	$P (\otimes {T W S}_{23} ⩽ \otimes G_{3}^{\max})$	0.596491
		$P {{T W S}_{2} ⩽ G^{\max}}$	0.593436
$L^{*} = L (\otimes {T W S}_{31}) + L (\otimes G_{1}^{\max})$	0.886598	$P (\otimes {T W S}_{31} ⩽ \otimes G_{1}^{\max})$	0.50000
$L^{*} = L (\otimes {T W S}_{32}) + L (\otimes G_{2}^{\max})$	1.28125	$P (\otimes {T W S}_{32} ⩽ \otimes G_{2}^{\max})$	0.50000
$L^{*} = L (\otimes {T W S}_{33}) + L (\otimes G_{3}^{\max})$	0.80102	$P (\otimes {T W S}_{33} ⩽ \otimes G_{3}^{\max})$	0.80303
		$P {{T W S}_{3} ⩽ G^{\max}}$	0.60101
$L^{*} = L (\otimes {T W S}_{41}) + L (\otimes G_{1}^{\max})$	0.881443	$P (\otimes {T W S}_{41} ⩽ \otimes G_{1}^{\max})$	0.520468
$L^{*} = L (\otimes {T W S}_{42}) + L (\otimes G_{2}^{\max})$	0.996727	$P (\otimes {T W S}_{42} ⩽ \otimes G_{2}^{\max})$	0.700917
$L^{*} = L (\otimes {T W S}_{43}) + L (\otimes G_{3}^{\max})$	0.882653	$P (\otimes {T W S}_{43} ⩽ \otimes G_{3}^{\max})$	0.500000
		$P {{T W S}_{4} ⩽ G^{\max}}$	0.573795
$L^{*} = L (\otimes {T W S}_{51}) + L (\otimes G_{1}^{\max})$	0.847938	$P (\otimes {T W S}_{51} ⩽ \otimes G_{1}^{\max})$	0.659574
$L^{*} = L (\otimes {T W S}_{52}) + L (\otimes G_{2}^{\max})$	0.821017	$P (\otimes {T W S}_{52} ⩽ \otimes G_{2}^{\max})$	0.927686
$L^{*} = L (\otimes {T W S}_{53}) + L (\otimes G_{3}^{\max})$	0.783163	$P (\otimes {T W S}_{53} ⩽ \otimes G_{3}^{\max})$	0.879377
		$P {{T W S}_{5} ⩽ G^{\max}}$	0.822213

Source(s): Authors’ own creation

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