Table 5 DM’s evaluation information.
From: Smart system for forecasting financial outcomes and supporting strategic choices
DMs | Alternatives | \(\mathbb {C}_1\) | \(\mathbb {C}_2\) | \(\mathbb {C}_3\) | \(\mathbb {C}_4\) | \(\mathbb {C}_5\) | \(\mathbb {C}_6\) | \(\mathbb {C}_7\) | \(\mathbb {C}_8\) | \(\mathbb {C}_9\) | \(\mathbb {C}_{10}\) |
|---|---|---|---|---|---|---|---|---|---|---|---|
\(DM_1\) | \({M^{\kappa }}_1\) | EP | GP | VGP | MP | VPP | FP | PP | EP | GP | MP |
\({M^{\kappa }}_2\) | VGP | FP | MP | EP | PP | GP | VPP | FP | EP | VGP | |
\({M^{\kappa }}_3\) | MP | VPP | GP | FP | VGP | PP | EP | MP | FP | GP | |
\({M^{\kappa }}_4\) | PP | EP | FP | GP | VPP | VGP | MP | PP | GP | EP | |
\({M^{\kappa }}_5\) | FP | MP | VGP | PP | EP | GP | VPP | FP | MP | VPP | |
\({M^{\kappa }}_6\) | EP | VPP | PP | MP | GP | FP | VGP | EP | VPP | GP | |
\({M^{\kappa }}_7\) | FP | MP | VGP | PP | EP | GP | VPP | FP | MP | VPP | |
\({M^{\kappa }}_8\) | EP | VPP | PP | MP | GP | FP | VGP | EP | VPP | GP | |
\(DM_2\) | \({M^{\kappa }}_1\) | MP | EP | VPP | GP | FP | PP | VGP | MP | EP | FP |
\({M^{\kappa }}_2\) | VPP | GP | FP | VGP | EP | MP | PP | VPP | GP | MP | |
\({M^{\kappa }}_3\) | EP | PP | VGP | FP | GP | VPP | MP | EP | VGP | FP | |
\({M^{\kappa }}_4\) | GP | VPP | MP | EP | PP | FP | VGP | GP | VPP | MP | |
\({M^{\kappa }}_5\) | VGP | FP | EP | MP | GP | VPP | PP | FP | MP | EP | |
\({M^{\kappa }}_6\) | FP | MP | PP | VPP | VGP | EP | GP | MP | VPP | FP | |
\({M^{\kappa }}_7\) | PP | GP | VPP | FP | MP | EP | VGP | PP | GP | MP | |
\({M^{\kappa }}_8\) | EP | VGP | GP | PP | VPP | MP | FP | EP | VGP | PP | |
\(DM_3\) | \({M^{\kappa }}_1\) | VPP | MP | FP | EP | GP | VGP | PP | MP | FP | EP |
\({M^{\kappa }}_2\) | GP | PP | EP | VPP | MP | FP | VGP | GP | MP | VPP | |
\({M^{\kappa }}_3\) | MP | VGP | GP | PP | FP | EP | VPP | MP | VGP | GP | |
\({M^{\kappa }}_4\) | EP | FP | MP | GP | VPP | PP | VGP | EP | GP | MP | |
\({M^{\kappa }}_5\) | VGP | VPP | FP | MP | EP | GP | PP | VPP | MP | FP | |
\({M^{\kappa }}_6\) | PP | GP | VGP | EP | MP | FP | VPP | PP | GP | VGP | |
\({M^{\kappa }}_7\) | FP | EP | PP | VGP | GP | VPP | MP | FP | EP | PP | |
\({M^{\kappa }}_8\) | MP | GP | VPP | PP | VGP | EP | FP | MP | GP | VPP |
