In this study, from all 79 components, 48 components are in calib

In this study, from all 79 components, 48 components are in calibration set, 16 components are in prediction set, and 15 components are in test set). The result clearly displays a significant improvement of the QSAR model consequent to nonlinear statistical treatment and a substantial independence of model prediction from the structure of the test molecule. In the above analysis, the descriptive power of a given model has been measured by its ability Cilengitide datasheet to predict partition of unknown drugs. For the constructed models, some general statistical parameters were selected to evaluate the predictive ability of the models for log (1/EC50) values. In this case, the predicted log (1/EC50) of each

sample in prediction step was compared with the experimental acidity constant. The first statistical parameter was relative error (RE) that shows the predictive ability of each component, and is calculated

as: $$ \KPT-8602 textRE\;(\% ) = 100 \times \left[ \frac1n\sum\limits_i = 1^n \frac(y_i^ \wedge - y_i )y_i \right] $$ (1)The predictive ability was evaluated www.selleckchem.com/products/ipi-145-ink1197.html by the square of the correlation coefficient (R 2) which is based on the prediction error sum of squares and was calculated by the following equation: $$ R^2 = \frac\sum\limits_i = 1^n (y_i^ \wedge – \bary) \sum\limits_i = 1^n (y_i – \bary) $$ (2)where y i is the experimental log (1/EC50) in the sample Tryptophan synthase i, \( y_i^ \wedge \) represented the predicted log (1/EC50) in the sample i, \( \bary \) is

the mean of experimental log (1/EC50) in the prediction set and n is the total number of samples used in the test set. The main aim of the present study was to assess the performances of GA-KPLS and L–M ANN for modeling the anti-HIV biological activity of drugs. The procedures of modeling including descriptor generation, splitting of the data, variable selection, and validation were the same as those performed for modeling of the log (1/EC50) of HEPT ligands and RT drugs. Conclusion In the current research, two nonlinear methods (GA-KPLS and L–M ANN) were used to construct a quantitative relation between the anti-HIV biological activity of HEPT ligands and RT drugs and their calculated descriptors. The results obtained by L–M ANN were compared with the results obtained by GA-KPLS model. The results demonstrated that L–M ANN was more powerful in the log (1/EC50) prediction of the drug compounds than GA-KPLS. A suitable model with high statistical quality and low prediction errors was eventually derived. This model could accurately predict the anti-HIV biological activity of these components that did not exist in the modeling procedure. It was easy to notice that there was a good prospect for the L–M ANN application in the QSAR modeling.

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