Table 10 Complex picture fuzzy positive and negative ideal solutions.
| Â | \({A}^{+}\) | \({A}^{-}\) | ||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
\({m}_{{\text{M}}_{w}^{+}}^{r}\) | \({m}_{{\text{M}}_{w}^{+}}^{i}\) | \({a}_{{\text{M}}_{w}^{+}}^{r}\) | \({a}_{{\text{M}}_{w}^{+}}^{i}\) | \({n}_{{\text{M}}_{w}^{+}}^{r}\) | \({n}_{{\text{M}}_{w}^{+}}^{i}\) | \({m}_{{\text{M}}_{w}^{-}}^{r}\) | \({m}_{{\text{M}}_{w}^{-}}^{i}\) | \({a}_{{\text{M}}_{w}^{-}}^{r}\) | \({a}_{{\text{M}}_{w}^{-}}^{i}\) | \({n}_{{\text{M}}_{w}^{-}}^{r}\) | \({n}_{{\text{M}}_{w}^{-}}^{i}\) | |
\({C}_{1}\) | \(0.43\) | \(0.01\) | \(0.06\) | \(0.00\) | \(0.25\) | \(0.09\) | \(0.28\) | \(0.01\) | \(0.03\) | \(0.00\) | \(0.38\) | \(0.17\) |
\({C}_{2}\) | \(0.53\) | \(0.01\) | \(0.04\) | \(0.00\) | \(0.20\) | \(0.08\) | \(0.33\) | \(0.01\) | \(0.03\) | \(0.00\) | \(0.34\) | \(0.16\) |
\({C}_{3}\) | \(0.61\) | \(0.01\) | \(0.02\) | \(0.00\) | \(0.19\) | \(0.07\) | \(0.45\) | \(0.00\) | \(0.01\) | \(0.00\) | \(0.28\) | \(0.13\) |
\({C}_{4}\) | \(0.46\) | \(0.01\) | \(0.04\) | \(0.00\) | \(0.22\) | \(0.08\) | \(0.33\) | \(0.00\) | \(0.02\) | \(0.00\) | \(0.34\) | \(0.11\) |
\({C}_{5}\) | \(0.44\) | \(0.01\) | \(0.03\) | \(0.00\) | \(0.30\) | \(0.10\) | \(0.32\) | \(0.01\) | \(0.02\) | \(0.00\) | \(0.38\) | \(0.15\) |
\({C}_{6}\) | \(0.37\) | \(0.01\) | \(0.04\) | \(0.00\) | \(0.32\) | \(0.09\) | \(0.24\) | \(0.01\) | \(0.02\) | \(0.00\) | \(0.44\) | \(0.17\) |
\({C}_{7}\) | \(0.59\) | \(0.01\) | \(0.03\) | \(0.00\) | \(0.19\) | \(0.07\) | \(0.37\) | \(0.01\) | \(0.02\) | \(0.00\) | \(0.33\) | \(0.14\) |
\({C}_{8}\) | \(0.28\) | \(0.01\) | \(0.02\) | \(0.00\) | \(0.37\) | \(0.18\) | \(0.46\) | \(0.01\) | \(0.04\) | \(0.00\) | \(0.25\) | \(0.11\) |
\({C}_{9}\) | \(0.24\) | \(0.01\) | \(0.02\) | \(0.00\) | \(0.44\) | \(0.15\) | \(0.35\) | \(0.01\) | \(0.03\) | \(0.00\) | \(0.33\) | \(0.11\) |
\({C}_{10}\) | \(0.30\) | \(0.01\) | \(0.03\) | \(0.00\) | \(0.36\) | \(0.16\) | \(0.42\) | \(0.01\) | \(0.05\) | \(0.00\) | \(0.28\) | \(0.11\) |
