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Submitted on December 9, 2008
From the Department of Cardiothoracic–Vascular Anesthesia and Intensive Care (M.R., S.C.), Department of Cardiac Surgery (L.M., A.P.), and Scientific Direction (G.P.), IRCCS Policlinico S. Donato, Milan, Italy. * To whom correspondence should be addressed. E-mail: cardioanestesia{at}virgilio.it.
Background—Several mortality risk scores exist in cardiac surgery. All include a considerable number of independent risk factors. In elective cardiac surgery patients, the operative mortality is low, the number of events recorded per year is limited, and the risk model may be overfitted. The present study aims to develop and validate an operative mortality risk score for elective patients based on a limited number of factors. Methods and Results—The development series included 4557 adult patients who had undergone an elective cardiac operation at our institution from 2001 to 2003; the validation series includes the 4091 patients who subsequently underwent an operation. Three independent factors were included in the mortality risk model: age, creatinine, and left ventricular ejection fraction (ACEF). The ACEF score was computed as follows: age (years)/ejection fraction (%)+1 (if serum creatinine value was >2 mg/dL). The ACEF score was compared with 5 other risk scores in the validation series. Discriminatory power (accuracy) was defined with a receiver-operating characteristics analysis. The best accuracy was achieved by the Cleveland Clinic score (0.812), with ACEF score just below it (0.808). In coronary operations, the 2 scores performed equally well (0.815 versus 0.813), and in isolated coronary operations, the best accuracy was achieved by ACEF (0.826), with the Cleveland Clinic score at 0.806. Conclusion—A risk model limited to 3 independent predictors has similar or better accuracy and calibration compared with more complex risk scores if applied to elective cardiac operations.
Accepted on April 24, 2009
Risk of Assessing Mortality Risk in Elective Cardiac Operations. Age, Creatinine, Ejection Fraction, and the Law of Parsimony
Marco Ranucci MD*,
Related Article:
Circulation 2009 119: 3041-3043.
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