Table 2 Linear Diophantine fuzzy decision making.
Alternatives | \({G}_{1}\) | \({G}_{2}\) | \(\dots\) | \({G}_{m}\) |
|---|---|---|---|---|
\({A}_{1}\) | \({\mathcal{l}}_{11}\) | \({\mathcal{l}}_{12}\) | \(\dots\) | \({\mathcal{l}}_{1m}\) |
\({A}_{2}\) | \({\mathcal{l}}_{21}\) | \({\mathcal{l}}_{22}\) | \(\dots\) | \({\mathcal{l}}_{2m}\) |
\({A}_{3}\) | \({\mathcal{l}}_{31}\) | \({\mathcal{l}}_{32}\) | \(\dots\) | \({\mathcal{l}}_{3m}\) |
\(\vdots\) | \(\vdots\) | \(\vdots\) | \(\vdots\) | \(\vdots\) |
\({A}_{n}\) | \({\mathcal{l}}_{n1}\) | \({\mathcal{l}}_{n2}\) | \(\dots\) | \({\mathcal{l}}_{nm}\) |
