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Original Research

Computational intelligence models to predict porosity of tablets using minimum features

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Pages 193-202 | Published online: 12 Jan 2017

Figures & data

Table 1 Characteristics of MCC tablets and the various compaction conditions

Table 2 NRMSE for 10cv and external validation tests for all CI methods

Table 3 MLR model statistical parameters

Figure 1 Predicted vs observed graph for MLR.

Abbreviation: MLR, multiple linear regression.
Figure 1 Predicted vs observed graph for MLR.

Figure 2 Predicted vs observed graph for ANN.

Abbreviation: ANN, artificial neural network.
Figure 2 Predicted vs observed graph for ANN.

Figure 3 Predicted vs observed graph for rgp (NRMSE: 4%).

Abbreviations: NRMSE, normalized root-mean-square error; rgp, r-genetic programming.
Figure 3 Predicted vs observed graph for rgp (NRMSE: 4%).

Table 4 RMSE and NRMSE for external validation data set using rgp model

Figure 4 Model performance on external data set.

Figure 4 Model performance on external data set.

Figure 5 Surface plot showing the influence of average granule fraction size on porosity based on the monmlp model.

Abbreviation: monmlp, Monotone Multi-Layer Perception Neural Network.
Figure 5 Surface plot showing the influence of average granule fraction size on porosity based on the monmlp model.

Figure 6 Surface plot showing the influence of MCC and die compaction force on porosity based on rgp model.

Abbreviations: MCC, microcrystalline cellulose; rgp, r-genetic programming.
Figure 6 Surface plot showing the influence of MCC and die compaction force on porosity based on rgp model.

Table 5 Performance metrics for different input combinations of training and test data sets

Figure 7 Correlation plots for (A) training and (B) test data.

Abbreviations: Avg, average; MCC, microcrystalline cellulose.
Figure 7 Correlation plots for (A) training and (B) test data.