Table 4 Grade table of the score function.
From: A novel approach towards web browser using the concept of a complex spherical fuzzy soft information
\({\raisebox{-4.5pt}{{\rm R}}\rotatebox{45}{\hspace*{-11pt}--}}\) | (\({s}_{1}\),\({s}_{1})\) | (\({s}_{1}\),\({s}_{2})\) | (\({s}_{1}\),\({s}_{3})\) | (\({s}_{1}\),\({s}_{4})\) | (\({s}_{1}\),\({s}_{5})\) | (\({s}_{2}\),\({s}_{1})\) | (\({s}_{2}\),\({s}_{2})\) | (\({s}_{2}\),\({s}_{3})\) | (\({s}_{2}\),\({s}_{4})\) |
|---|---|---|---|---|---|---|---|---|---|
\({\check{\mathrm{u}}}_{i}\) | \({\check{\mathrm{u}}}_{2}\) | \({\check{\mathrm{u}}}_{2}\) | \({\check{\mathrm{u}}}_{2}\) | \({\check{\mathrm{u}}}_{2}\) | \({\check{\mathrm{u}}}_{1}\) | \({\check{\mathrm{u}}}_{2}\) | \({\check{\mathrm{u}}}_{3}\) | \({\check{\mathrm{u}}}_{2}\) | \({\check{\mathrm{u}}}_{2}\) |
Highest degree | × | 0.23858 | 0.31192 | 0.31192 | 0.27288 | 0.23858 | × | 0.23020 | 0.23020 |
\(\lambda \) | × | 0.18808 | 0.17938 | 0.20808 | 0.20808 | 0.18808 | × | 0.21216 | 0.21130 |
\({\raisebox{-4.5pt}{{\rm R}}\rotatebox{45}{\hspace*{-11pt}--}}\) | (\({s}_{2}\),\({s}_{5})\) | (\({s}_{3}\),\({s}_{1})\) | (\({s}_{3}\),\({s}_{2})\) | (\({s}_{3}\),\({s}_{3})\) | (\({s}_{3}\),\({s}_{4})\) | (\({s}_{3}\),\({s}_{5})\) | (\({s}_{4}\),\({s}_{1})\) | (\({s}_{4}\),\({s}_{2})\) | (\({s}_{4}\),\({s}_{3})\) |
\({\check{\mathrm{u}}}_{i}\) | \({\check{\mathrm{u}}}_{2}\) | \({\check{\mathrm{u}}}_{2}\) | \({\check{\mathrm{u}}}_{2}\) | \({\check{\mathrm{u}}}_{1}\) | \({\check{\mathrm{u}}}_{2}\) | \({\check{\mathrm{u}}}_{1}\) | \({\check{\mathrm{u}}}_{2}\) | \({\check{\mathrm{u}}}_{2}\) | \({\check{\mathrm{u}}}_{2}\) |
Highest degree | 0.21420 | 0.31192 | 0.23020 | × | 0.31192 | 0.34506 | 0.31192 | 0.23020 | 0.31120 |
\(\lambda \) | 0.23450 | 0.17938 | 0.21216 | × | 0.20666 | 0.20666 | 0.20808 | 0.21130 | 0.20666 |
\({\raisebox{-4.5pt}{{\rm R}}\rotatebox{45}{\hspace*{-11pt}--}}\) | (\({s}_{4}\),\({s}_{4})\) | (\({s}_{4}\),\({s}_{5})\) | (\({s}_{5}\),\({s}_{1})\) | (\({s}_{5}\),\({s}_{2})\) | (\({s}_{5}\),\({s}_{3})\) | (\({s}_{5}\),\({s}_{4})\) | (\({s}_{5}\),\({s}_{5})\) | Â | Â |
\({\check{\mathrm{u}}}_{i}\) | \({\check{\mathrm{u}}}_{1}\) | \({\check{\mathrm{u}}}_{1}\) | \({\check{\mathrm{u}}}_{1}\) | \({\check{\mathrm{u}}}_{2}\) | \({\check{\mathrm{u}}}_{1}\) | \({\check{\mathrm{u}}}_{1}\) | \({\check{\mathrm{u}}}_{4}\) | Â | Â |
Highest degree | × | 0.27288 | 0.27288 | 0.21420 | 0.34506 | 0.27288 | × |  |  |
\(\lambda \) | × | 0.20580 | 0.20808 | 0.23450 | 0.20666 | 0.20580 | × |  |  |
