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Eur J Cardiothorac Surg 2006;29:857-858
© 2006 Elsevier Science NL
Letter to the Editor |
a National Centre of Epidemiology, Surveillance and Health PromotionIstituto Superiore di Sanità, Via Giano della Bella, 34, I-00161 Rome, Italy
b Department of EpidemiologyASL RME, Rome, Italy
Received 6 February 2006; accepted 8 February 2006.
* Corresponding author. Tel.: +39 06 49904234; fax: +39 06 49904230. (Email: fulvias{at}iss.it).
Key Words: Coronary artery bypass graft Outcome Risk-adjustment Mortality
Starting from the title chosen for this letter, we understand that the objective of our work was completely misunderstood [1].
Therefore, although already specified in the paper, we need to clarify that the risk adjustment model used in this analysis did not have the objective to create a new risk score, but that to apply risk adjustment procedures to profile providers, allowing the comparison of their performance with an internal reference. In this case, dealing with explicative (and not predictive) models, the relevance of parameters like HL dramatically decreases. Moreover, considering the dataset dimension (34310 records), it is possible that even a very small difference between observed and expected number of deaths determines a HL statistically significant.
Although the risk function produced in this study does not represent a new scoring system and has not the objective to launch a new risk stratification model to definitively replace out-of-date systems, we tried to apply the logistic EuroSCORE [2] on our database and we found a ROC value of 0.78 but a very poor calibration (HL p < 0.001).
As reported in the Discussion section of the paper and well supported by literature [3], we underlined that "... any risk adjustment function to be utilized for the purpose of comparison between Centres or population must be time and population specific. This statement implies a substantial difference between predictive models aimed to predict the occurrence of outcome, and explicative models aimed to control confounding in comparison of occurrence of outcome between Centres or population. Even a very valid risk score having a strong association with the concerned outcome could be irrelevant for the purpose of risk adjustment if the distribution of its values is homogeneous between Centres [1]."
Finally, the meaning of the sentence already reported in the Editorial comment by Menicanti [4] and now drawn on by Hekmat, regarding the supposed statistical ability in resuscitating dead patients, remains mysterious. Our humble scientific approach modestly tries to reduce biases of observation but it is, unfortunately, unable to resuscitate patients. What our study described in detail, in each Centre, were the observed number of deaths as compared to those expected through the application of the best risk-adjustment model. Expected number of deaths indicates how many deaths would have occurred in a Centre if it had the same case mix of the average population. The ratio observed/expected deaths applied to the observed overall mortality rate of the standard population yields the values of the risk adjusted mortality rate (RAMR).
The odd, besides inappropriate, method used by Menicanti [4] to compute the number of "patients in good shape that are dead for statistics and ... patients dead but for statistics in good shape!" (consisting in multiplying the RAMR by the number of patients for each Centre!!!) is wrong and not allowed by any mathematical rule.
Even tough criticisms on a scientific work are extremely useful in promoting quality research, provided they are based on scientific ground!
References
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