Table 8 Aggregated \(\mathfrak{p},\mathfrak{q}\), and \({\d{r}}\) values of alternatives as per each criterion.
\(\mathfrak{p}\) | \(\mathfrak{q}\) | \({\d{r}}\) | \(\mathfrak{p}\) | \(\mathfrak{q}\) | \({\d{r}}\) | \(\mathfrak{p}\) | \(\mathfrak{q}\) | \({\d{r}}\) | \(\mathfrak{p}\) | \(\mathfrak{q}\) | \({\d{r}}\) | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
\({C}_{1}\) | \({C}_{2}\) | \({C}_{3}\) | \({C}_{4}\) | |||||||||
\({A}_{1}\) | \(0.676\) | \(0.625\) | \(0.368\) | \(0.498\) | \(0.454\) | \(0.274\) | \(0.598\) | \(0.554\) | \(0.444\) | \(0.235\) | \(0.888\) | \(0.151\) |
\({A}_{2}\) | \(0.299\) | \(0.851\) | \(0.434\) | \(0.492\) | \(0.696\) | \(0.439\) | \(0.498\) | \(0.454\) | \(0.274\) | \(0.698\) | \(0.653\) | \(0.344\) |
\({A}_{3}\) | \(0.802\) | \(0.532\) | \(0.661\) | \(1.000\) | \(0.000\) | \(0.550\) | \(0.418\) | \(0.635\) | \(0.350\) | \(0.399\) | \(0.752\) | \(0.960\) |
\({A}_{4}\) | \(0.572\) | \(0.500\) | \(0.291\) | \(0.346\) | \(0.529\) | \(0.641\) | \(0.236\) | \(0.903\) | \(0.561\) | \(0.576\) | \(0.525\) | \(0.390\) |
\({A}_{5}\) | \(0.651\) | \(0.598\) | \(0.394\) | \(0.346\) | \(0.529\) | \(0.641\) | \(0.456\) | \(0.252\) | \(0.405\) | \(0.572\) | \(0.500\) | \(0.291\) |
\({A}_{6}\) | \(0.474\) | \(0.739\) | \(0.567\) | \(0.377\) | \(0.778\) | \(0.777\) | \(0.572\) | \(0.500\) | \(0.291\) | \(0.541\) | \(0.464\) | \(0.361\) |
\({A}_{7}\) | \(0.227\) | \(0.709\) | \(0.533\) | \(0.377\) | \(0.720\) | \(0.384\) | \(0.698\) | \(0.653\) | \(0.344\) | \(0.199\) | \(0.923\) | \(0.618\) |
\({C}_{5}\) | \({C}_{6}\) | \({C}_{7}\) | – | |||||||||
\({A}_{1}\) | \(0.824\) | \(0.584\) | \(0.879\) | \(1.000\) | \(0.000\) | \(0.465\) | \(0.299\) | \(0.851\) | \(0.434\) | – | – | – |
\({A}_{2}\) | \(0.408\) | \(0.312\) | \(0.439\) | \(0.738\) | \(0.683\) | \(0.644\) | \(0.236\) | \(0.903\) | \(0.561\) | – | – | – |
\({A}_{3}\) | \(0.377\) | \(0.778\) | \(0.777\) | \(0.785\) | \(0.610\) | \(0.542\) | \(0.199\) | \(0.901\) | \(0.102\) | – | – | – |
\({A}_{4}\) | \(0.299\) | \(0.851\) | \(0.434\) | \(0.645\) | \(0.701\) | \(0.366\) | \(1.000\) | \(0.000\) | \(0.465\) | – | – | – |
\({A}_{5}\) | \(0.593\) | \(0.739\) | \(0.383\) | \(0.299\) | \(0.851\) | \(0.434\) | \(0.430\) | \(0.609\) | \(0.339\) | – | – | – |
\({A}_{6}\) | \(0.634\) | \(0.567\) | \(0.346\) | \(0.498\) | \(0.454\) | \(0.274\) | \(0.627\) | \(0.551\) | \(0.309\) | – | – | – |
\({A}_{7}\) | \(0.515\) | \(0.652\) | \(0.670\) | \(0.498\) | \(0.454\) | \(0.274\) | \(0.622\) | \(0.649\) | \(0.484\) | – | – | – |
