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Circulation
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on July 1, 2002

Circulation. 2002
Published online before print July 1, 2002, doi: 10.1161/01.CIR.0000024410.15081.FD
A more recent version of this article appeared on August 6, 2002
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Submitted on April 17, 2002
Revised on May 20, 2002
Accepted on May 20, 2002

Use of the Logical Analysis of Data Method for Assessing Long-Term Mortality Risk After Exercise Electrocardiography

Michael S. Lauer MD*, Sorin Alexe MS, Claire E. Pothier Snader MA, Eugene H. Blackstone MD, Hemant Ishwaran ScD, and Peter L. Hammer PhD

From the Departments of Cardiology (M.S.L, C.E.S.P.), Cardiothoracic Surgery (E.H.B.), and Epidemiology and Biostatistics (E.H.B., H.I.) of the Cleveland Clinic Foundation, Cleveland, Ohio; and the Center for Operations Research (RUTCOR) (S.A., P.L.H.), Rutgers University, Piscataway, NJ.

* To whom correspondence should be addressed. E-mail: Lauerm{at}ccf.org.

Background—Logical Analysis of Data is a methodology of mathematical optimization on the basis of the systematic identification of patterns or "syndromes." In this study, we used Logical Analysis of Data for risk stratification and compared it to regression techniques.

Methods and Results—Using a cohort of 9454 patients referred for exercise testing, Logical Analysis of Data was applied to identify syndromes based on 20 variables. High-risk syndromes were patterns of up to 3 findings associated with >5-fold increase in risk of death, whereas low-risk syndromes were associated with >5-fold decrease. Syndromes were derived on a randomly derived training set of 4722 patients and validated in 4732 others. There were 15 high-risk and 26 low-risk syndromes. A risk score was derived based on the proportion of possible high risk and low risk syndromes present. A value >=0, meaning the same or a greater proportion of high-risk syndromes, was noted in 979 patients (21%) in the validation set and was predictive of 5-year death (11% versus 1%, hazard ratio 8.3, 95% CI 5.9 to 11.6, P<0.0001), accounting for 67% of events. Calibration of expected versus observed death rates based on Logical Analysis of Data and Cox regression showed that both methods performed very well.

Conclusion—Using the Logical Analysis of Data method, we identified subsets of patients who had an increased risk and who also accounted for the majority of deaths. Future research is needed to determine how best to use this technique for risk stratification.


Key words: risk factors • mortality • statistics




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