Table 10 Influence of different values of k on MULTIMOORA \(C_pLD_yFDPWA\).

From: Complex linear Diophantine fuzzy Dombi prioritized operators-based MULTIMOORA approach with applications to sustainable energy planning

\(C_pLD_yFDPWA\)

k valus

Ranking of RS System

Ranking of MF System

Multimoora Ranking

 

1

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

 

2

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

 

3

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

 

5

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

 

7

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

 

10

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

 

15

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

 

20

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)

\(\beth _4> \beth _1> \beth _3 > \beth _2\)