Cite | Authors | Model | Techniques | Performance parameter |
---|---|---|---|---|
[48] | Iyer et al. (2015) | ML model with PIMA Indian Diabetes dataset | J48 Naïve Bayes | 74.86 % (Accuracy) 79.56 % (Accuracy) |
[49] | Mamuda et al. (2017) | ML based Learning algorithms with PIMA Indian Diabetes dataset | Levenberg-Marquardt learning algorithm Bayesian regulation learning algorithm Scaled conjugate gradient learning algorithm | 0.00025091 (MSE) 2.021e-05 (MSE) 8.3583 (MSE) |
[50] | Kaur et al. (2018) | ML based supervised machine learning algorithm. | Radial Basis Kernel SVM | 0.85 (AUC) |
[51] | Hang Li et al. (2019) | ML Predictive model | Gradient Boosting Method | 0.87 (Recall) |
[52] | Soltani et al. (2016) | A new ML based Artificial Neural Network with PIMA Indian Diabetes dataset | Probabilistic Neural Network (PNN) | 81.49% (Test accuracy) |
 | Proposed Technique | ML based Classifiers with data modeling approach on PIMA Indian diabetes dataset | Random Forest (RF) | 82.82% (Accuracy) 81.59 (Precision) 81.88 (Recall) 0.855 (ROC) |
[53] | Zhou et al. (2020) | DPLD (Deep Learning for Predicting Diabetes) with PIMA Indian Dataset | Enhanced deep neural network with dropout regularization | 94.02% (Accuracy) |
[54] | Gupta et al. (2021) | ML model and DL Model with PIMA Indian diabetes dataset | QML (Quantum Machine Learning Model) DL network trained with root mean square propagation (RMSprop) | 0.85 (Accuracy) 0.74 (Precision) 0.79 (F1 score) 0.95 (Accuracy) 0.90 (Precision) 0.93 (F1 score) |
[55] | Krishnamoorthi et al. (2022) | Unique Intelligent Diabetes Mellitus Prediction framework (IDMPF) with PIMA Indian diabetes dataset | Random Forest (RF) Proposed Logistic Regression | 81% (Accuracy) 90% (Accuracy) |
 | Proposed Technique | DL model with PIMA Indian diabetes dataset | 7-layered deep convolutional neural network | 88.38% (Accuracy) 83.33% (Precision) |
Proposed Technique | Customized deep learning with data modeling approach | 7-layered deep convolutional neural network with data modeling | 96.13% (Accuracy) 94.44% (Precision) 0.957 (AUC) |