Table 16 Cost functions of six suppliers.
From: Three-way group decisions using evidence theory under hesitant fuzzy linguistic environment
PP | BP | NP | PN | BN | NN | |
|---|---|---|---|---|---|---|
\(u_1\) | \(\{ s_\text {-3}\}\) | \(\{ s_\text {-1},s_0\}\) | \(\{ s_3\}\) | \(\{ s_2,s_3\}\) | \(\{ s_\text {-1}\}\) | \(\{ s_\text {-3}\}\) |
\(u_2\) | \(\{ s_\text {-3}, s_\text {-2}\}\) | \(\{ s_\text {-1}\}\) | \(\{ s_2,s_3\}\) | \(\{ s_2,s_3\}\) | \(\{ s_0,s_1\}\) | \(\{ s_\text {-2}\}\) |
\(u_3\) | \(\{ s_\text {-2}\}\) | \(\{ s_0,s_1\}\) | \(\{ s_2,s_3\}\) | \(\{ s_3\}\) | \(\{ s_0\}\) | \(\{ s_\text {-2}\}\) |
\(u_4\) | \(\{ s_\text {-3}, s_\text {-2}\}\) | \(\{ s_\text {-1},s_0\}\) | \(\{ s_3\}\) | \(\{ s_2,s_3\}\) | \(\{ s_0\}\) | \(\{ s_\text {-3}, s_\text {-2}\}\) |
\(u_5\) | \(\{ s_\text {-2}, s_\text {-1}\}\) | \(\{ s_0\}\) | \(\{ s_1,s_2\}\) | \(\{ s_2\}\) | \(\{ s_\text {-1}\}\) | \(\{ s_\text {-3} \}\) |
\(u_6\) | \(\{ s_\text {-3}\}\) | \(\{ s_\text {-2}\}\) | \(\{ s_2\}\) | \(\{ s_3\}\) | \(\{ s_0\}\) | \(\{ s_\text {-2}, s_\text {-1}\}\) |
