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. 2024 Sep 16;29(18):4408. doi: 10.3390/molecules29184408

Table 7.

Correlation equations and statistical parameters describing the relationships between logPTLC and other data obtained.

Parameter Equation r s F P
iLOGP LogPTLC = 1.606 (±0.296) iLOGP − 0.584 (±1.523) 0.953 0.319 29 0.01
XLOGP2 LogPTLC = 0.699 (±0.095) XLOGP2 + 0.662 (±0.951) 0.974 0.239 55 0.00
XLOGP3 LogPTLC = 0.742 (±0.098)XLOGP3 − 0.042 (±1.025) 0.974 0.235 57 0.00
WLOGP LogPTLC = 0.751 (±0.100) WLOGP + 0.852 (±0.907) 0.975 0.234 57 0.00
MLOGP LogPTLC = 2.529 (±0.368) MLOGP − 9.011 (±2.425) 0.970 0.256 47 0.01
SILICOS-IT LogPTLC = 0.691 (±0.093) SILICOS-IT+1.802 (±0.795) 0.974 0.238 55 0.00
MilogP LogPTLC = 1.029 (±0.186) milogP − 1.253 (±1.618) 0.954 0.314 30 0.01
ACD/logP LogPTLC = 0.612 (±0.085) ACD/logP + 0.624 (±0.976) 0.972 0.244 52 0.01
KOWWIN LogPTLC = 0.637 (±0.097) KOWWIN + 0.970 (±1.019) 0.967 0.266 43 0.01
ALOGPs LogPTLC = 1.1415 (±0.147) ALOGPs + 0.065 (±0.982) 0.978 0.228 60 0.00
M LogPTLC = 0.011 (±0.001) M + 1.362 (±0.839) 0.975 0.234 57 0.00
TPSA LogPTLC = 0.077 (±0.010) TPSA + 3.016 (±0.623) 0.975 0.235 57 0.00
nROTB LogPTLC = 0.354 (±0.059) nROTB + 5.507 (±0.379) 0.961 0.291 36 0.01
nHBA LogPTLC = 0.978 (±0.270) nHBA + 4.513 (±0.889) 0.902 0.453 13 0.04
MR LogPTLC = 0.038 (±0.005) MR + 0.928 (±0.911) 0.974 0.238 55 0.00
LogPapp LogPTLC = −2.619 (±0.661) logPapp + 9.761 (±0.567) 0.916 0.419 16 0.03
LogKp LogPTLC = 34.913 (±5.572) logKp + 103.458 (±15.294) 0.964 0.279 39 0.01