Classification models for heart disease prediction using feature selection and PCA
By Anna Karen Gárate-Escamila, A. Hassani, Emmanuel Andres. 2020
359 citations recorded by the source corpus.
Abstract The prediction of cardiac disease helps practitioners make more accurate decisions regarding patients' health. Therefore, the use of machine learning (ML) is a solution to reduce and understand the symptoms related to heart disease. The aim of this work is the proposal of a dimensionality reduction method and finding features of heart disease by applying a feature selection technique. The information used for this analysis was obtained from the UCI Machine Learning Repository called Heart Disease. The dataset contains 74 features and a label that we validated by six ML classifiers. Chi-square and principal component analysis (CHI-PCA) with random forests (RF) had the highest accuracy, with 98.7% for Cleveland, 99.0% for Hungarian, and 99.4% for Cleveland-Hungarian (CH) datasets. From the analysis, ChiSqSelector derived features of anatomical and physiological relevance, such as cholesterol, highest heart rate, chest pain, features related to ST depression, and heart vessels. The experimental results proved that the combination of chi-square with PCA obtains greater performance in most classifiers. The usage of PCA directly from the raw data computed lower results and would require greater dimensionality to improve the results.
View Paper: https://www.semanticscholar.org/paper/4ec562e2e9fbd2027f22fcd605ed6dabcfdc40c3
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
- Parneet Singh
- Sagar Dhanraj Pande
- Rohit Bharti
- Mohammad Shabaz
- Gaurav Dhiman
- A. Khamparia
- Nafiseh Ghaffar Nia
Citations in the corpus
- Prediction of Heart Disease Using a Combination of Machine Learning and Deep Learning (2021, methodology): “A lot of tips and tricks for selecting different algorithms are shown by Garate-Escamila et al. [38].”