From: A unified approach to inferring chemical compounds with the desired aqueous solubility
Inst. | \(n_{\text{LB}}\) | \(\underline{y^*},~\overline{y^*}\) | \(\#\)v | \(\#\)c | I-time | n | \(\eta (f({\mathbb {C}}^{\dagger }))\) |
---|---|---|---|---|---|---|---|
\(I_{\text{a}}\) | 30 | \(-6, -5\) | 11212 | 10504 | 25.871 | 35 | \(-5.911\) |
\(I_{\text{b}}^1\) | 35 | \(-2.5, -2.45\) | 15015 | 8633 | 962.451 | 35 | \(-2.471\) |
\(I_{\text{b}}^2\) | 45 | \(-2.8, -2.3\) | 18943 | 11747 | 338.681 | 50 | \(-2.35\) |
\(I_{\text{b}}^3\) | 45 | \(-2, -1.5\) | 18784 | 11747 | 251.548 | 50 | \(-1.583\) |
\(I_{\text{b}}^4\) | 45 | \(-2.8, -2.351\) | 18624 | 11746 | 751.557 | 50 | \(-2.3\) |
\(I_{\text{c}}\) | 50 | \(-4.5, -3.5\) | 7319 | 8435 | 224.792 | 50 | \(-3.836\) |
\(I_{\text{d}}\) | 40 | \(-5, -4\) | 5942 | 7940 | 13.319 | 42 | \(-4.475\) |