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Exploring Guidelines for Classification of Major Heart Failure Subtypes by Using Machine Learning
Amparo Alonso-Betanzos1, Verónica Bolón-Canedo1, Guy R Heyndrickx2
1Department of Computer Science, Universidad de A Coruña, Coruña, Spain.
Insights
Machine learning models can classify heart failure (HF) subtypes using ventricular volumes, not just ejection fraction (EF). End-systolic volume (ESV) is a better discriminator than EF, improving HF diagnosis.
Area of Science:
- Cardiology
- Biomedical Engineering
- Data Science
Background:
- Heart failure (HF) has subtypes, often classified by ejection fraction (EF) and end-diastolic volume.
- Current EF cut-offs (e.g., 50%) lack clear justification and create a 'gray zone' (40% < EF < 50%) for diagnosis.
- Existing classification methods struggle with ambiguity and defining clear transitions between HF phenotypes.
Purpose of the Study:
- To develop and validate machine learning (ML) models for classifying HF subtypes.
- To explore classification using ventricular volumes beyond EF.
- To address diagnostic ambiguities in the HF 'gray zone' and improve classification guidelines.
Main Methods:
- Applied unsupervised and supervised ML models to classify HF subtypes.
- Utilized a training set of 48 HF patients and 403 Monte Carlo-generated surrogate patients.
- Analyzed classification performance with varying EF cut-offs and explored HF candidates outside current rules.
Main Results:
- The Support Vector Machine model achieved the best performance (4.06% test error).
- End-systolic volume (ESV) proved to be a more effective discriminator than EF.
- The ML approach successfully classified HF patients within the 'gray zone' and other relevant candidates.
Conclusions:
- ML models driven by ventricular volume data show promise for HF subtype classification, including the 'gray zone'.
- ESV is a key metric for developing improved HF classification guidelines.
- The curvilinear relationship between EF and ESV challenges the utility of linear EF dividers in HF diagnosis.
Background:
Heart failure (HF) manifests as at least two subtypes. The current paradigm distinguishes the two by using both the metric ejection fraction (EF) and a constraint for end-diastolic volume. About half of all HF patients exhibit preserved EF. In contrast, the classical type of HF shows a reduced EF. Common practice sets the cut-off point often at or near EF = 50%, thus defining a linear divider. However, a rationale for this safe choice is lacking, while the assumption regarding applicability of strict linearity has not been justified. Additionally, some studies opt for eliminating patients from consideration for HF if 40 < EF < 50% (gray zone). Thus, there is a need for documented classification guidelines, solving gray zone ambiguity and formulating crisp delineation of transitions between phenotypes.
Methods:
Machine learning (ML) models are applied to classify HF subtypes within the ventricular volume domain, rather than by the single use of EF. Various ML models, both unsupervised and supervised, are employed to establish a foundation for classification. Data regarding 48 HF patients are employed as training set for subsequent classification of Monte Carlo-generated surrogate HF patients (n = 403). Next, we map consequences when EF cut-off differs from 50% (as proposed for women) and analyze HF candidates not covered by current rules.
Results:
The training set yields best results for the Support Vector Machine method (test error 4.06%), covers the gray zone, and other clinically relevant HF candidates. End-systolic volume (ESV) emerges as a logical discriminator rather than EF as in the prevailing paradigm.
Conclusions:
Selected ML models offer promise for classifying HF patients (including the gray zone), when driven by ventricular volume data. ML analysis indicates that ESV has a role in the development of guidelines to parse HF subtypes. The documented curvilinear relationship between EF and ESV suggests that the assumption concerning a linear EF divider may not be of general utility over the complete clinically relevant range.
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