Key result
PCA combined with a probabilistic neural network optimizes diagnostic classification, achieving ~79% sensitivity.
Why the study?
The performance of different linear dimensionality reduction techniques for cardiac arrhythmia classification using probabilistic neural network classifiers requires evaluation.
PCA combined with a probabilistic neural network classifier provides optimal dimensionality reduction and classification performance for cardiac arrhythmias in the MIT-BIH database.
May streamline automated ECG analysis; extends ML dimensionality reduction work but leaves open prospective clinical validation.
Embedding the original high dimensional data in a low dimensional space helps to overcome the curse of dimensionality and removes noise. The aim of this work is to evaluate the performance of three different linear dimensionality reduction techniques (DR) techniques namely principal component analysis (PCA), multi dimensional scaling (MDS) and linear discriminant analysis (LDA) on classification of cardiac arrhythmias using probabilistic neural network classifier (PNN). The design phase of classification model comprises of the following stages: preprocessing of the cardiac signal by eliminating detail coefficients that contain noise, feature extraction through daubechies wavelet transform, dimensionality reduction through linear DR techniques specified, and arrhythmia classification using PNN. Linear dimensionality reduction techniques have simple geometric representations and simple computational properties. Entire MIT-BIH arrhythmia database is used for experimentation. The experimental results demonstrates that combination of PNN classifier (spread parameter, σ = 0.08) and PCA DR technique exhibits highest sensitivity and F score of 78.84% and 78.82% respectively with a minimum of 8 dimensions.
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Rajagopal et al. (2016) studied Cardiac Arrhythmia (n=47). Principal Component Analysis (PCA) with Probabilistic Neural Network (PNN) vs. Multi Dimensional Scaling (MDS) and Linear Discriminant Analysis (LDA) was evaluated on Classification sensitivity.
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