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An interpretable combinatorial data-mining framework for predicting new-onset hypertension in the general population
Yohei Miyashita1, Naoki Kimoto2,3, Kohsuke Onoue3
1Department of Cardiovascular Medicine, Osaka University Graduate School of Medicine, 2-2 Yamadaoka, Suita, Osaka, Japan.
Insights
Predicting new-onset hypertension (HT) is crucial for prevention. A novel data-mining framework identified combinations of routine clinical factors that predict hypertension development, enabling risk stratification and early intervention strategies.
Area of Science:
- Cardiology
- Data Science
- Preventive Medicine
Background:
- Hypertension (HT) is a major risk factor for heart failure.
- Accurate prediction of new-onset HT is vital for effective prevention strategies.
- Previous work established a data-mining framework for heart failure prediction.
Purpose of the Study:
- To identify combinations of clinical factors predictive of new-onset hypertension (HT) using a novel limitless-arity multiple-testing procedure (LAMP).
- To estimate the probability of developing HT based on identified predictive combinations.
- To enable risk stratification and support early preventive strategies for HT.
Main Methods:
- Analysis of 2,610,286 individuals without HT, followed for 5 years.
- Systematic identification of statistically significant combinations of fewer than four clinical factors using LAMP.
- Classification of individuals into groups based on the number of predictive combinations and Kaplan-Meier/ROC analyses.
Main Results:
- 4802 combinations of clinical factors predictive of HT onset were identified from 28,618 subjects.
- Hypertension incidence increased stepwise with the number of predictive combinations (p < 0.001).
- Receiver-operating characteristic analysis showed moderate discriminative performance (AUC = 0.69).
Conclusions:
- Combinations of routine clinical parameters can predict new-onset HT in the general population.
- A higher number of predictive combinations correlates with a proportionally increased probability of developing HT.
- The interpretable data-mining framework facilitates HT risk stratification and supports early preventive measures.
Abstract:
We previously established an interpretable combinatorial data-mining framework to identify combinations of clinical factors predictive of heart failure. Because hypertension (HT) is a major contributor to heart failure, accurate prediction of new-onset HT is critically important for prevention. To identify combinations of clinical factors predictive of HT onset using a novel limitless-arity multiple-testing procedure (LAMP) and to estimate the probability of developing HT. We analyzed 2,610,286 individuals without HT who underwent annual health check-ups starting in 2005-2015 and were followed for 5 consecutive years without missing data. Using the LAMP method, we systematically identified statistically significant combinations of fewer than four clinical factors associated with HT onset. Among 28,618 subjects used for rule discovery, 4802 combinations predictive of HT onset were identified. The remaining 2,581,668 individuals were classified into one group with no predictive combinations (G0) and 20 groups (G1-G20) according to increasing numbers of predictive combinations. The incidence of HT increased stepwise with the number of predictive combinations, as confirmed by Kaplan-Meier analyses (p < 0.001). Receiver-operating characteristic analysis demonstrated a moderate discriminative performance (area under the curve = 0.69). We identified combinations of routine clinical parameters that predict new-onset HT in the general population. A greater number of matching predictive combinations was associated with a proportionally higher probability of developing HT. This interpretable combinatorial data-mining framework may enable risk stratification for HT and support early preventive strategies.
Related Concept Videos
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Hypertension III: Clinical Manifestations and Diagnostic Studies
Hypertension II: Pathophysiology
Pre-Procedural Guidelines for Assessing Blood Pressure
Statistical Methods for Analyzing Epidemiological Data
Hypertension and Regulation of Blood Pressure