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*Division of Pharmacoepidemiology and Pharmacoeconomics, Brigham and Womens Hospital, Harvard Medical School, Boston, Massachusetts;
Department of Epidemiology, Harvard School of Public Health, Boston, Massachusetts; and
Department of Health Policy and Management, Ben-Gurion University of the Negev, Beer-Sheba, Israel.
Correspondence to Dr. Wolfgang C. Winkelmayer, Division of Pharmacoepidemiology and Pharmacoeconomics, Brigham and Womens Hospital, 221 Longwood Avenue, BLI/341, Boston, MA 02115. Phone: 617-278-0036; Fax: 617-232-8602; E-mail: wolfgang{at}post.harvard.edu
| Abstract |
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| Introduction |
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Many of these previous studies, and all studies on US populations after 1983 have not adequately addressed a key methodologic issue: assessments that start at 4 or 6 mo after onset of RRT are likely to discard relevant events that occur between the first dialysis treatment and the chosen starting point of such studies, particularly modality switches and deaths. This omission can result in biased estimates of effect. Another important potential source of bias that frequently remained unaccounted for is uncontrolled center effects (23). Furthermore, potentially useful techniques developed to enhance control for nonrandom treatment assignment, such as propensity scores (PS) or g-estimation (24,25), have not been used in comparisons of outcomes between dialysis modalities.
This study evaluates the survival of elderly ESRD patients receiving PD versus HD by means of an inception cohort based on the first treatment allocation decision (26). This makes it possible to evaluate patient outcomes in relation to the consequences of that first modality choice. Furthermore, we go beyond previously used methodology by accounting for center effects and introducing PS in an attempt to further reduce bias.
| Materials and Methods |
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To eliminate patients with acute renal failure, we required a diagnosis of renal insufficiency more than 1 yr before the initiation of RRT, as well as duration of dialysis of at least 1 mo. We further excluded patients, unless they were transplanted, who had >2 mo of survival after their last dialysis claim or who only underwent one dialysis procedure and then survived >1 mo and so may not have had ESRD. We also excluded any patients whose health care providers could not be identified. We furthermore excluded all those patients who underwent renal transplantation during the first month of RRT. The population selection algorithm yielded a total of 2503 incident RRT patients.
Initial Treatment Modality
The study subjects were grouped into HD or PD patients in accordance with their first RRT procedure claim on the index date. Of the 2503 patients in the cohort, 537 patients (21.5%) started RRT on peritoneal dialysis, the remaining 1966 (78.5%) on hemodialysis. For patients who had a procedure code for both HD and PD on the index date (n = 18), we assumed the chosen modality was the modality used on the second day of RRT. Patients with a procedure code of "other dialysis" or "ESRD service" (n = 106) were assumed to have started on PD if a procedure code for insertion of a peritoneal dialysis catheter was present within 1 mo before or on index date (n = 31); otherwise, these individuals were assumed to have started on HD (n = 75).
Patient Characteristics
To protect confidentiality, all unique patient identifiers were transformed into anonymous untraceable study numbers in all analyses. For all patients, we assessed age on index date, gender, and race (white/black/other). All other covariates were ascertained within the year before index date. We used membership in the New Jersey Medicaid or the New Jersey Pharmaceutical Assistance for the Aged and Disabled (PAAD) programs as an indicator of low income and, thus, lower socioeconomic status (SES). To be eligible for those programs, patients must demonstrate an income below the federal poverty level (Medicaid) or up to approximately 200% of it (PAAD). We also ascertained a number of covariates from inpatient and outpatient claims using condition or procedure-specific ICD-9 or CPT-4 codescomorbidities, underlying renal diagnoses, prior medical conditions or procedures, and health care utilization patternsthat might be potentially associated with modality choice or with mortality after initiation of RRT (Table 1).
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Statistical Analyses
Treatment Model.
For each patient, we used logistic regression to calculate the estimated propensity score (PS) for being assigned to PD versus HD as first dialysis modality. The PS is defined as the estimated probability of being assigned to one treatment over another given the observed baseline covariates from such a logistic regression model. PS are an efficient way of condensing the information from many covariates into a single variable. It has been demonstrated that observed characteristics are balanced between treatment groups, conditional on each level of the PS (24,27,28). As it is recommended that covariates be introduced generously into such a PS model, we included a large number of pretreatment covariates independent of significance thresholds or other selection criteria. Furthermore, we generously employed interaction and higher order terms. The full list of covariates in the PS model can be found in Table 1. In addition, we used indicator variables for individual centers to predict treatment assignment (n = 56). Predictive performance of the treatment models was assessed using the c statistic, which can assume values from 0.5 for chance prediction to 1.0 for perfect prediction (29).
Outcomes Model.
We built several multivariate Cox proportional hazards models, with death being the outcome of interest. Patients were censored at the earliest of loss to follow-up, renal transplantation, end of study period, or at 365 d after first RRT. Multivariate models including first modality as the parameter of interest were further adjusted for age, race (white/black/other), gender, socioeconomic status, and all comorbid conditions. We used age as a continuous covariate, as it demonstrated no significant deviation from linearity. Having restricted our cohort to patients >65 yr, we tested for significance of several interactions that had been found to be important in previous studies, most prominently the diabetes-modality interaction. Similarly, we tested for any deviations from the proportional hazards assumption by introducing interactions of time on RRT with all covariates.
After scrutiny of appropriateness of model specification, we introduced the estimated PS (dummy-coded for quintiles of PS) into our final model. We analyzed important subgroups of patients to evaluate the sensitivity of our findings. Finally, we built outcomes models that accounted for PS and included information about individual centers, additionally stratifying the Cox models by center to account for possible variations in baseline mortality rates across centers.
In addition, we matched all PD patients with one HD patient each on PS. We used a publicly available matching algorithm ("greedy match") (30) that was recently used for a similar analysis (31). A Kaplan-Meier actuarial survival plot from the resulting cohort was created using the SAS LIFETEST procedure. A Kaplan-Meier plot from such a cohort is essentially unconfounded by covariates used to create the propensity score, because the baseline covariate vectors are nearly identical. We found that whether we used PS as covariate adjustment in multivariate models or analyzed cohorts of PS-matched patients did not change the results materially. Therefore, to capitalize on all information available and to increase statistical efficiency, we decided to show results from models that adjusted for quintiles of PS.
All statistical analyses used the SAS system for UNIX, version 8.2, statistical analysis software (SAS Institute, Inc., Cary, NC).
| Results |
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The results obtained from applying either or both of these techniques were not substantially different. Controlling for center in either of these ways attenuated the effect estimates slightly (Figure 1). However, confidence intervals were wider than in the models that did not block by center or use PS. Nevertheless, the overall pattern of survival differences remained robust: patients starting on PD died at a 16% higher rate during the first 90 d of treatment (HRmonths13, 1.16; (0.96 to 1.42]), whereas there was no difference in the second 3-mo interval. Thereafter, those who began dialysis with PD demonstrated a higher mortality again. A Kaplan-Meier actuarial survival plot by modality from the propensity scorematched cohort can be found in Figure 2.
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| Discussion |
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This analysis of the death rates of patients starting RRT on HD versus PD was more detailed than previous analyses. To study the relative mortality between these two treatment modalities, we selected from a large database a historic cohort of incident ESRD patients whose kidney disease had developed chronically, rather than occurring acutely. The experiences of those patients were then followed prospectively in light of their first treatment assignment.
Our finding that patients starting RRT on PD were at a higher mortality risk within the first 3 mo of treatment has to our knowledge not been described before. Most earlier studies did not test for or failed to detect violations of the proportional hazards assumption, and thus chose to present effect estimates that were aggregated over time. Alternatively, many analyses, especially in the United States, omitted the first few months of RRT from analysis entirely. Interestingly, we found no difference in survival between patients assigned to PD or HD in the period from 4 to 6 mo after initial treatment allocation. This finding may be explained by depletion of susceptibles: (32) many patients who did not fare well on PD died, and those still alive had accommodated to the treatment.
Previous reports have suggested that mortality between PD and HD patients differed across important patient subgroups, most prominently with regard to age and presence of diabetes (2,6,810,20). Results for patients with and without diabetes were very similar in our study when we did not control for PS or center effects (not shown). However, when introducing such techniques, we found the effects of modality choice on mortality among patients with diabetes to be more pronounced but not present for patients free of diabetes. This is consistent with previous findings that demonstrated that patients with diabetes had higher mortality when on PD rather than HD, which was not the case among patients without diabetes (8,9).
A central purpose of this study was to model and analyze the consequences of real-life baseline decision-making. However, we could not automatically assume that the modality used for the first dialysis was in congruence with the decision that had been made by the patient and her/his physician, due to inadequately late nephrologist consultation or to complications during the preparation process. For example, it may have been decided to use HD as the modality for long-term treatment, but at the time of first dialysis the shunt had not sufficiently matured, resulting in this interval being bridged using PD. Other scenarios might go in the opposite direction. To minimize such "misclassification," we also presented results on a subset of patients who did not switch modality during the first month of RRT, assuming that their initial modality corresponded to their choice for long-term maintenance treatment. For this step, we excluded all first-month switchers as well as those patients for whom we had to make any inference regarding their first treatment modality from the presence or absence of claims for insertion of a PD catheter. In a second step, we took this point even further and eliminated those patients who had not consulted with a nephrologist until
3 mo from RRT. Seeing a nephrologist earlier gives the patient a considerably better chance to make an educated decision about which modality to use as well as sufficient preparation time for a smooth initiation of treatment. However, even applying such restriction criteria did not change our findings.
Most previous studies have not assessed treatment modality at baseline, but rather at an arbitrary later point in time, most often 90 or 120 d after first dialysis. In the United States, this is for one practical reason: availability of data that are collected from medical claims. The large nationwide registry of patients with ESRD, the United States Renal Data System (USRDS), is based on the medical claims submitted to Medicare as the predominant payor of ESRD services. However, Medicare does not become a principal payor until day 90 of RRT, which leaves the experiences of ESRD patients during the first 90 d of treatment in obscurity. For the purpose of comparing outcomes of initial therapy, this can be highly problematic, because it is of paramount importance to assess treatment assignment from the first day of treatment. Only if such left-censoring were completely noninformative, i.e., nondifferential with regards to all exposure and confounder characteristics, could an analysis starting at a later point potentially be unbiased. This is usually not the case, and certainly not in the ESRD population as demonstrated here and in earlier work (33). In the present context, such biases would tend to favor PD. First, the relatively more numerous early deaths among PD starters would be ignored, and their more frequent modality switches discarded (33). Second, studies of the survival of HD versus PD patients assessed after day 90 would be conducted in a population that was unrepresentative of all new RRT starters. Such information would overestimate the benefits of PD and understate those of HD. Third, by ignoring the number and direction of earlier modality switches, a substantial proportion of individuals labeled as "HD patients" at 3 mo would be misclassified with regard to their original treatment choice. It is in this way that the present study differs from previous studies that used interval analyses but assessed treatment on day 90 (20).
Two statistical aspects of the present study are also noteworthy. The present analysis went beyond the multivariate modeling and stratification that had been done before by the introduction of PS to further control for nonrandom treatment assignment and by adjusting for center effects. The value of PS lies in their ability to efficiently control for baseline differences between treatment groups using a single scalar (27,28). This is particularly appealing when prediction of treatment assignment is complex and correct model specification would require introduction of multiple interaction or higher-order terms. This may lead to difficulties in interpretability when one wishes to evaluate and estimate main effects. However, although introduction of PS reduces bias introduced by imbalances of observed covariates, it does nothing to reduce bias caused by unobserved confounders.
Prediction of choice of dialysis modality could be expected to be poor in the absence of information on factors known to be important for this decision, such as financial incentives for providers of RRT, educational deficits in the health care team, and/or patient, physician bias, resource availability, social mores, and cultural habits (34). However, it seemed reasonable that some of this predictive power could be captured by including information into the PS model that identified the individual dialysis facility. Indeed, the c statistic increased substantially from 0.64 to 0.82 when facility covariates were added into the model (29). A number of recent articles have shown that various outcomes are highly associated with center-specific factors even after adjustment for individual patient characteristics and that center characteristics can be even stronger predictors of outcomes than individual patient predictors (3537). This dominance of center-specific factors also expressed itself in the large improvement of the c statistic of our propensity score model when entering dummy covariates for each center. This clearly indicates that center policies regarding modality assignment were important determinants of treatment choice beyond individual patient characteristics. When adding quintiles of estimated PS into the survival models, the results did not change very much in the overall population; we found marginal to moderate attenuation in the effect estimates toward the null value (Figure 1).
Outcomes such as mortality are also correlated with the center where treatment is received. Mortality among ESRD patients is highly variable across centers, but clustered within centers, even when controlling for patient characteristics (36,37). Failure to account for this phenomenon may lead to biased effect estimates and reduced power (23). Various analytical techniques are available to control for such center-effects. We decided to account for such effects in our analysis by blocking on center. Such methodology permits efficient estimation of common relative mortality rates among strata of individuals, but allows baseline rates to vary by center (23).
These findings should be considered in light of the studys limitations. Although its findings are externally valid for patients aged 66 or older, they are probably not generalizable to the ESRD population <66 yr of age, and their generalizability to other geographic regions is also unclear. The present study may also suffer from shortcomings inherent in all claims database research: missing data, miscoding, as well as residual confounding arising from overly crude categorization of confounding conditions such as comorbidities or socioeconomic status. Furthermore, we do not have any information on clinical and biologic parameters, patient compliance with treatment, or dose of dialysis prescribed or delivered. It is also not clear whether the findings from the early and mid-1990s are representative of current patient outcomes. The techniques of both HD and PD are evolving over time, and associations between outcomes and delivered dose of dialysis were discovered earlier for HD compared with PD (3840). Although we did not find any significant trends over time, our findings will still need to be confirmed in more recent cohorts of patients.
Finally, the value of this analysis to patients, health care providers, and policymakers depends on whether the modality chosen at baseline reflected actual long-term treatment decisions. We believe that our population selection algorithm and the robustness of our findings after application of stringent criteria regarding timely nephrologist care and early modality switching in sensitivity analyses make a compelling argument that this was actually the case.
We confined our analysis to the description of associations between treatment assignment and mortality in a 1-yr follow-up. The present study stopped short of describing the different causes of deaths, evaluating the effects of center size on outcomes, or providing an analysis beyond the first year of RRT. We found that the population at hand was too small to answer more detailed questions or to assess outcomes further down the road in a meaningful way.
Conversely, there are several characteristics of this study that address problems inherent in past studies with similar objectives. Most important of these is its use of an inception cohort of new starters of RRT, drawn from a variety of settings in an entire state. Thus, the important biases arising from follow-up after a later point in time are not present, and the results are representative of patients receiving care in typical settings. Furthermore, we were able to assemble information on more patient characteristics than had been available in previous studies. From such information we calculated PS, which enabled us to reduce distortions originating from selection bias even further in this observational study. By including information on centers, we improved prediction of treatment assignment considerably and we controlled for variations in treatment practices across institutions (23). Such control for center effects had been infrequent in analyses of mortality in RRT (11). Furthermore, analysis of data stratified by time took account of the fact that mortality hazards between treatment modalities varied over time. This provided important insights into the time course of excess risks among PD patients. Overall, this study complements and confirms earlier analyses that have shown that older patients with diabetes are at an increased mortality risk on PD compared with HD (19,20).
| Conclusions |
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| Acknowledgments |
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| References |
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