Table 3 Numerical Comparison of Degree-based Entropies of Polyester for n= 1 to 10.
From: Exploring entropy measures in polymer graphs using logarithmic regression model
\(n\) | \(ENT_{M_1}\) | \(ENT_{M_2}\) | \(ENT_{ReZG_1}\) | \(ENT_{ReZG_2}\) | \(ENT_{ReZG_3}\) | \(ENT_{ABC}\) | \(ENT_{GA}\) |
|---|---|---|---|---|---|---|---|
1 | 3.07 | 2.952 | 3.038 | 3.033 | 2.841 | 3.114 | 3.042 |
2 | 3.787 | 3.677 | 3.753 | 3.751 | 3.574 | 3.815 | 3.759 |
3 | 4.201 | 4.093 | 4.166 | 4.165 | 3.992 | 4.223 | 4.172 |
4 | 4.492 | 4.386 | 4.458 | 4.457 | 4.287 | 4.512 | 4.4643 |
5 | 4.718 | 4.612 | 4.683 | 4.682 | 4.514 | 4.736 | 4.689 |
6 | 4.902 | 4.796 | 4.867 | 4.866 | 4.698 | 4.918 | 4.873 |
7 | 5.057 | 4.952 | 5.022 | 5.021 | 4.854 | 5.073 | 5.028 |
8 | 5.191 | 5.087 | 5.157 | 5.156 | 4.989 | 5.207 | 5.163 |
9 | 5.310 | 5.206 | 5.275 | 5.275 | 5.108 | 5.325 | 5.281 |
10 | 5.416 | 5.311 | 5.381 | 5.380 | 5.214 | 5.430 | 5.387 |
