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Ann Thorac Surg 1996;61:17-20
© 1996 The Society of Thoracic Surgeons


Original Articles: Cardiovascular

No Continuous Relationship Between Veterans Affairs Hospital Coronary Artery Bypass Grafting Surgical Volume and Operative Mortality

A. Laurie W. Shroyer, PhD, Guillermo Marshall, PhD, Bradley A. Warner, MS, Randall R. Johnson, MS, Wensheng Guo, MS, Frederick L. Grover, MD, Karl E. Hammermeister, MD

Denver Veterans Affairs Medical Center, Divisions of Cardiothoracic Surgery, Internal Medicine, and Cardiology, University of Colorado School of Medicine, Denver, Colorado, and Department of Statistics, Catholic University of Chile, Santiago, Chile

Accepted for publication August 23, 1995.


    Abstract
 Top
 Footnotes
 Abstract
 Introduction
 Material and Methods
 Results
 Comment
 Acknowledgments
 References
 
Background. The purpose of this study was to determine whether risk-adjusted coronary artery bypass grafting mortality rates are significantly related to coronary artery bypass grafting surgical procedure volume within the Department of Veterans Affairs hospital system.

Methods. From April 1987 to September 1992, expected mortality rates were calculated for 23,986 coronary artery bypass grafting procedures performed at 44 different Veterans Affairs hospitals.

Results. This study found a statistically significant relationship between annual hospital coronary artery bypass grafting volume and observed mortality rates (p < 0.02). However, no statistically significant relationship between coronary artery bypass grafting volume and risk-adjusted operative mortality was found (p = 0.10). Using analysis of variance on hospital-level data, hospitals with 100 or less cases per year have higher observed to expected mortality ratios than hospitals performing more than 100 cases per year (p = 0.03). Using Poisson regression models, however, a volume threshold could not be found.

Conclusions. These findings are consistent with the current Veterans Affairs policy requirements to periodically review quality at low-volume hospitals.


    Introduction
 Top
 Footnotes
 Abstract
 Introduction
 Material and Methods
 Results
 Comment
 Acknowledgments
 References
 
The processes and structures of cardiac surgical care that directly affect patient care outcomes associated with coronary artery bypass grafting (CABG) procedures are largely undocumented [1, 2]. Procedure volume may be an indirect measure of the processes or the structures of care. Previous research has demonstrated a strong inverse curvilinear relationship between CABG procedure volume and observed mortality rates [311]. High

volume hospitals have been reported to have better surgical outcomes than low-volume hospitals.

Recent studies by Hannan and colleagues [12, 13] indicated that hospital volume is an independent predictor of cardiac surgical mortality, even after adjustment for patient clinical risk factors using logistic regression analysis. The policy implications of these findings suggest that either CABG program regionalization or selective referral of CABG procedures to low-mortality hospitals may be used as strategies to improve the quality of patient care for cardiac surgery patients.

See also pages 12 and 21.

To explore the potential policy implications of these previous research findings within the Department of Veterans Affairs (VA), this study was designed to determine whether risk-adjusted CABG mortality rates for patients operated in VA medical centers are significantly related to CABG surgical procedure volume.


    Material and Methods
 Top
 Footnotes
 Abstract
 Introduction
 Material and Methods
 Results
 Comment
 Acknowledgments
 References
 
Patient data for clinical risk factors and 30-day operative mortality were obtained from the VA Continuous Improvement in Cardiac Surgery Study for 23,986 CABG patient records. These CABG procedures were performed at 44 different VA hospitals from April 1987 to September 1992. Data collection methods and the logistic regression analysis techniques used to calculate patient-specific risk estimates for operative mortality have been published previously [1416]. The seven risk variables extracted from the Continuous Improvement in Cardiac Surgery Study for this analysis were chosen based on the most recently developed CABG predictive model. The patient risk factors contained in the stepwise logistic regression model developed for the prediction of CABG operative mortality during this period (where their p values were less than 0.0001) are as follows:

As logistic regression requires that complete data be available for every variable used in the analysis, 1,965 records (6.8%) were dropped from the multivariate analysis performed. In general, this represents a fairly high completeness rate of data (93.2%) across the seven key fields. Thus, data imputation techniques to adjust for missing data were not used in this analysis.

The hospital's annual CABG volume was added to the CABG predictive model as an independent variable to determine whether a relationship between hospital volume and CABG risk-adjusted mortality existed at the patient-level unit of analysis. The purpose of this special analysis was to determine in a multivariate context whether volume was a statistically significant predictor of outcome. Also, the relationship between unadjusted mortality and age-adjusted mortality rates and hospital volume was explored. The c-index, a performance measure of a risk model's predictive power, was calculated [17]. The c-index represents the area under the receiver operating characteristic curve (which reflects the relative specificity and sensitivity of the model in predicting risk of operative death). Theoretically, the c-index may range from 0 to 1. The actual range is between 0.5 and 1.0, where a model with a c-index of 0.5 is useless for prediction purposes and a model with a c-index of 1.0 provides a perfect prediction.

Finally, patient data were aggregated to the hospital unit of analysis. The observed to expected mortality ratio (O/E) was calculated for each hospital for each year. Hospitals were classified according to their CABG annual procedure volume. A threshold analysis was performed to determine whether a volume O/E breakpoint could be identified [18]. The threshold analysis searched for the optimal volume breakpoint that maximized the difference in risk-adjusted mortality rates (O/E ratio) between low- and high-volume hospitals using a sequential analysis of variance technique. Analysis of variance is a classic method to compare differences in the means (in this case O/E ratio means) across multiple samples (in this case high/low volume groups of hospitals).

Poisson additive models were used to model the functional relationship between O/E ratio and hospital volume for each of the 5 years included in this study [19]. This analysis has several advantages compared with classic regression techniques such as linear regression models. Classic regression models assume that the observations have constant variance and all relevant tests associated with classic models assume that the response variable, in this case the O/E ratio, has a normal distribution. In examining the distribution of O/E ratio versus hospital volume, both assumptions are clearly violated, invalidating the posterior conclusions of such an analysis.

The Poisson additive models assume that the response variable is count data and the variance changes proportionally to the mean response. The observed number of deaths were modeled as count data using volume as a covariate, and the expected number of deaths were accounted in the model as an offset term on the logarithmic scale of the Poisson model.

Another advantage of the Poisson additive model is that flexible curves may be used to fit the data, rather than forcing linear or exponential decay relationships to risk-adjusted morality rates and volume data. The Poisson additive models will be more sensitive to a gradual and smooth change in the relationship between risk-adjusted mortality rates and volume, whereas the threshold analysis requires a sharp distinct change in this relationship.

Poisson additive models were fitted considering volume as the only covariable for each of the 5 years of the study. Initially, models were fit by forcing a linear and logarithmic effect of volume. In addition, models were fitted using two linear lines that allowed a break in the slope to determine whether a volume threshold existed.


    Results
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 Footnotes
 Abstract
 Introduction
 Material and Methods
 Results
 Comment
 Acknowledgments
 References
 
Patient Unit of Analysis
With no adjustment for patient clinical risk factors or with age adjustment only, a significant relationship between hospital volume and mortality rates was found (p < 0.02). The c-index for the models with no risk adjustment and age adjustment only was 0.521 and 0.590, respectively. However, the hospital's annual CABG volume was not a statistically significant predictor of operative mortality when added to the multivariate risk model (p = 0.10). The c-index of the multivariate model was 0.722.

Hospital Unit of Analysis
The threshold analysis using sequential analysis of variance indicates that hospitals with CABG volume of 100 cases or less per year have significantly higher O/E ratios (mean O/E ratio, 1.26) in comparison with hospitals with more than 100 cases per year (mean O/E ratio, 0.95) (p = 0.03). Although other breakpoints were explored, classifying hospitals by CABG volume at the breakpoint of 100 patients per year exhibited the maximal statistical significance between groups.

The prevalence of the risk factors predictive of operative death were compared between the two hospital volume groups (Table 1Go). A greater frequency of occurrence for all patient risk characteristics associated with higher risk of operative death was observed in the low-volume hospital group. The largest difference was observed for the urgent/emergent patient risk characteristic. These summary data, therefore, indicate that the low-volume hospitals perform CABG procedures on generally higher risk patients as well as exhibit generally higher operative mortality rates.


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Table 1. . Risk Factor Comparison by Hospital Volume Category
 
The results of the Poisson additive model analysis show no systematic relationship between risk-adjusted operative morality and hospital volume. A Poisson regression was performed separately for each set of annual observations to avoid potential problems associated with correlated observations. When volume was used as a linear or logarithmic term in the initial Poisson regression equations, only 1 year of 5 included demonstrated a statistically significant trend of O/E ratio over volume categories (where statistical significance is defined as p <= 0.05). This result was found to be attributable to two influential observations. When these two observations were removed from the analysis, the relationship was no longer significant. For all other years, the O/E ratio did not exhibit either a linear or an exponential decay relationship with volume. Finally, a second set of Poisson regression models were developed with two linear lines with a change in slope at volume of 100. None of these second models using two lines demonstrated a statistically significantly better fit than the initial Poisson models using volume as a linear term (where statistical significance is defined as p <= 0.05). In summary, neither set of Poisson regression analyses indicated that O/E ratio changed with volume or that a threshold existed at 100 cases per year.


    Comment
 Top
 Footnotes
 Abstract
 Introduction
 Material and Methods
 Results
 Comment
 Acknowledgments
 References
 
To optimize cardiac surgical program patient care outcomes, it is important to identify if a volume/outcome relationship exists. Using observed mortality rates, which are not adjusted for patient risk factors, may assess provider performance inaccurately. Assessing the impact of volume on provider performance should be done within the context of a multivariate analysis to examine if a potential bias exists in the distribution of patient risk characteristics across hospital-volume categories.

This study found a statistically significant relationship between both unadjusted mortality rates and age-only adjusted mortality rates with annual CABG volume. However, this study did not identify a statistically significant relationship between risk-adjusted mortality rates and hospital volume. As part of a search to determine a threshold for quality review, a break point of 100 cases per hospital per year was found using analysis of variance. However, alternative analytic techniques using Poisson regression analysis did not support this finding.

In examining Figure 1Go, it is evident that several low-volume hospitals performed equivalent to or better than the high-volume hospitals based on their annual O/E ratios. In contrast, some low-volume hospitals performed worse than the high-volume hospitals. This inconsistency in performance among the group of low-volume hospitals warrants continued monitoring to assure acceptable quality of cardiac surgical care. Hence, the existing VA policies established by the Cardiac Surgery Consultants Committee (where cardiac surgical programs with less than 100 cardiac surgical cases per year for a consecutive 2-year period may be subject to a site visit to assess their quality performance) appear appropriate.



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Fig 1. . Risk-adjusted mortality rates by hospital volume category for Veterans Affairs coronary artery bypass grafting patient records from April 1987 to March 1992. (O/E = observed to expected.)

 
In general, the findings within the VA hospital system do not support the literature results previously reported documenting a strong inverse curvilinear relationship between CABG volume and mortality rates. Early studies did not adjust mortality for baseline patient clinical characteristics in the identification of a volume and mortality relationship [310]. More recently, Hannan and colleagues [13] adjusted mortality for the patient-specific risk and found a significant volume-mortality relationship.

The findings of this study imply that different degrees of risk adjustment may potentially lead to divergent conclusions regarding the volume-outcome relationship for CABG. This study, however, has several important limitations that may restrict the generalizability of these findings. A very small percentage of VA hospitals perform less than 100 cases per year due to existing quality assurance review policies. In addition, the volume of CABG procedures performed at a VA hospital may reflect only a portion of the cardiac surgeon's (ie, faculty's and resident's) workload as surgeons usually operate at the affiliated university center. Finally, we have not collected physician-specific identifier information and cannot assess whether physician-volume and risk-adjusted mortality are related.

Given the increased raw and risk-adjusted operative mortality rates at VA centers performing 100 or less CABG procedures per year, the existing VA criteria and standards (related to the minimum volume requirement of 100 cases/year) appear to be appropriate. Given the conflicting results of the different analytic methods used to determine whether a volume threshold exists, caution should be used in the application of minimum volume requirements as a measure to assure quality of care. We believe that volume criteria are more appropriately used as a screening measure to initiate a more careful, in-depth review of provider quality.


    Acknowledgments
 Top
 Footnotes
 Abstract
 Introduction
 Material and Methods
 Results
 Comment
 Acknowledgments
 References
 
This work was supported by both the Office of Quality Management and the Health Services Research and Development Service, Department of Veterans Affairs.


    Footnotes
 Top
 Footnotes
 Abstract
 Introduction
 Material and Methods
 Results
 Comment
 Acknowledgments
 References
 
Address reprint requests to Dr Shroyer, Cardiac Research (151K), Denver VA Medical Center, 1055 Clermont St, Denver, CO 80220.


    References
 Top
 Footnotes
 Abstract
 Introduction
 Material and Methods
 Results
 Comment
 Acknowledgments
 References
 

  1. Hammermeister KE, Shroyer AL, Sethi GK, Grover FL. Why it is important to demonstrate linkages between outcomes of care and processes and structures of care. Med Care (in press).
  2. Shroyer AL, London MJ, Villa Nueva C, et al. The processes, structures, and outcomes of care in cardiac surgery study protocol. Med Care (in press).
  3. Maerki SC, Luft HS, Hunt SS. Selecting categories of patients for regionalization: implications of the relationship between volume and outcome. Med Care 1986;24:148–58.[Medline]
  4. Kelly JV, Hellinger FJ. Physician and hospital factors associated with mortality of surgical patients. Med Care 1986;24:785–800.[Medline]
  5. Sloan FA, Perrin JM, Valvona J. In-hospital mortality of surgical patients: is there an empirical basis for standard setting? Surgery 1986;99:446–53.[Medline]
  6. Hughes RG, Hunt SS, Luft HS. Effects of surgeon volume and hospital volume on quality of care in hospitals. Med Care 1987;25:489–503.[Medline]
  7. Luft HS. The relation between surgical volume and mortality: an exploration of causal factors and alternative models. Med Care 1980;18:940–59.[Medline]
  8. Luft HS, Hunt SS, Maerki SC. The volume-outcome relation-ship: practice-makes-perfect or selective-referral patterns? Health Serv Res 1987;22:157–82.[Medline]
  9. Luft HS, Bunker JP, Enthoven AC. Should operations be regionalized? The empirical relation between surgical volume and mortality. N Engl J Med 1979;301:1364–9.[Abstract]
  10. Luft HS, Romano PS. Chance, continuity, and change in hospital mortality rates: coronary artery bypass graft pa-tients in California hospitals, 1983 to 1989. JAMA 1993;270:331–7.[Abstract/Free Full Text]
  11. Hannan EL, O'Donnell JF, Kilburn H, Bernard HR, Yazici A. Investigation of the relationship between volume and mortality for surgical procedures performed in New York State hospitals. JAMA 1989;262:503–10.[Abstract/Free Full Text]
  12. Hannan EL, Kilburn H, Bernard H, O'Donnell JF, Lukacik G, Shields EP. Coronary artery bypass surgery: the relationship between in-hospital mortality rate and surgical volume after controlling for clinical risk factors. Med Care 1991;29:1094–107.[Medline]
  13. Hannan EL, Siu AL, Kumar D, Kilburn H, Chassin MR. The decline in coronary artery bypass graft surgery mortality in New York State. JAMA 1995;273:209–13.[Abstract/Free Full Text]
  14. Hammermeister KE, Burchfiel C, Johnson R, Grover FL. Identification of patients at greatest risk for developing major complications at cardiac surgery. Circulation 1990;82(Suppl 4):380–9.
  15. Grover FL, Hammermeister KE, Burchfiel C, Cardiac Surgeons of the Department of Veterans Affairs. Initial report of the Veterans Administration preoperative risk assessment study for cardiac surgery. Ann Thorac Surg 1990;50:12–28.[Abstract]
  16. Grover FL, Johnson RR, Shroyer AL, Marshall G, Hammermeister KE. The VA continuous improvement in cardiac surgery study: from an oversight committee to a continuous improvement model. Ann Thorac Surg 1994;58:1845–51.[Abstract]
  17. Hanley AJ. McNeil BJ. A method of comparing the areas under the receiver operating characteristic curves derived from the same cases. Radiology 1983;148:839–43.[Abstract/Free Full Text]
  18. Rosner B. Fundamentals of biostatistics. Boston: Duxbury Press, 1982:410-47.
  19. McCullagh P, Nelder JA. Generalized linear models. 2nd ed. London: Chapman and Hall, 1989:193-235.

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