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(Stroke. 2004;35:e43.)
© 2004 American Heart Association, Inc.
Research Reports |
From the Departments of Neurology (K.C.J., E.C.H.) and Health Evaluation Sciences (K.C.H., D.P.W.), University of Virginia, Charlottesville, and Case Western Reserve University and MetroHealth Medical Center, Department of Medicine, Cleveland, Ohio (A.F.C.).
Correspondence to Karen C. Johnston, MD, MSc, University of Virginia Health System, Department of Neurology, Box 800394, Charlottesville, VA 22908. E-mail kj4v{at}virginia.edu
| Abstract |
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Methods Using a prespecified predictive model, we calculated unadjusted and risk-adjusted odds ratios (ORs) for favorable outcome for the Barthel Index, National Institutes of Health Stroke Scale, and Glasgow Outcome Scale for the patients in the NINDS tPA stroke trial. To assess the importance of the difference, a new sample size was calculated through the use of the risk-adjusted analysis.
Results We analyzed 615 subjects. The ORs for the Barthel Index were 1.76 (unadjusted) and 2.04 (adjusted). The National Institutes of Health Stroke Scale and Glasgow Outcome Scale analyses also demonstrated increased ORs after adjustment. The estimated sample size required for the adjusted comparison was 13% smaller than the unadjusted sample.
Conclusions Risk adjustment in this data set suggests that the true treatment effect was larger than estimated by the unadjusted analysis. Stroke clinical trials should include prospective risk adjustment methodologies.
Key Words: cerebral ischemia models, statistical prognosis risk adjustment stroke outcome
| Introduction |
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Gail and colleagues1 have demonstrated mathematically that for clinical trials with heterogeneous populations and binary or survival outcomes, randomization alone results in a biased estimate of the treatment effect, even with perfect balance. Heterogeneity in risk factors will bias the univariable estimates toward no effect and can be addressed through covariable adjustment. Steyerberg and colleagues2 demonstrated the importance of covariable adjustment in a group of >30 000 myocardial infarction patients from the Global Utilization of Streptokinase and TPA for Occluded Arteries (GUSTO I) data set. Despite the fact that there were no significant imbalances in 17 covariables, risk adjustment demonstrated an increased estimate of the treatment effect, resulting in a 19% reduction in the estimated sample size on recalculation.
The purpose of this study was to estimate the treatment effect of tissue plasminogen activator (tPA) in the National Institute of Neurological Disorders and Stroke (NINDS) tPA stroke trial3 data set with and without adjustment of baseline characteristics related to outcome (risk adjustment). On the basis of the known heterogeneity of the stroke population, we hypothesized that adjustment for predicted stroke outcome would result in an increased estimate of the treatment effect in this trial and demonstrate the value of risk adjustment in clinical stroke trials.
| Methods |
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Missing Data
All 624 patients from the NINDS tPA trial were considered for this analysis. Nine subjects were excluded from all analyses because of missing predictor variables, leaving 615 patients for analysis.
Predictive Model
The risk adjustment model used in this analysis has been described elsewhere.4 This model was originally developed in the Randomized Trial of Tirilazad Mesylate for Acute Stroke (RANTTAS)5 data set. The predictors (age, National Institutes of Health Stroke Scale [NIHSS], subtype, history of disability, diabetes, and previous stroke) were used to predict each excellent outcome (Barthel Index [BI],6 NIHSS,7 and Glasgow Outcome Scale [GOS8]), resulting in 3 different models. The previously developed and internally validated models were frozen and forecasted into the tPA data set for this analysis.
Statistical Analysis
The unadjusted treatment effect was estimated by use of univariable analysis with treatment assignment predicting excellent outcome. The adjusted treatment effect was determined using the estimate of prior risk (as determined by the multivariable models) and the treatment assignment. Point estimates and 95% confidence intervals (CIs) for the odds ratio (OR) estimate of the effect of treatment were calculated for both the unadjusted and adjusted analyses. The statistical analysis was completed with SAS version 8.2 (SAS Institute Inc).
| Results |
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The Figure demonstrates the distribution of risk as estimated by our BI model in all 615 subjects. The wide distribution of outcomes expected (heterogeneity) in this population is shown.
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The regression analysis results given in Table 2 consistently demonstrate that the estimate of the treatment effect increased (higher OR) with risk adjustment. From these ORs, a new sample size was calculated. Using the unadjusted 615 subjects resulted in the same statistical significance as using only 536 subjects in the adjusted analysis. This is a 13% reduction in the sample size required for the same conclusion.
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| Discussion |
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The heterogeneity of a population and the imbalance of the groups contribute to the treatment estimate bias.1,2 Risk adjustment simultaneously addressed both the heterogeneity and the imbalance to determine the final adjusted OR.1,2 The adjusted ORs presented here were consistently larger than the unadjusted estimates, demonstrating that in this data set, the unadjusted analysis underestimated the treatment effect. Based on these analyses, stroke clinical trials with binary or survival outcomes should prospectively include risk adjustment methods in the primary analysis to optimize trial efficiency.
| Acknowledgments |
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| Footnotes |
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Received May 20, 2003; revision received August 4, 2003; accepted October 8, 2003.
| References |
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2. Steyerberg EW, Bossuyt PMM, Lee KL. Clinical trials in acute myocardial infarction: should we adjust for baseline characteristics? Am Heart J. 2000; 139: 745751.[Medline] [Order article via Infotrieve]
3. NINDS rt-PA Stroke Study Group. Tissue plasminogen activator for acute ischemic stroke. N Engl J Med. 1995; 333: 15811587.
4. Johnston KC, Connors AF, Wagner DP, Knaus WA, Wang XQ, Haley EC, for the Randomized Trial of Tirilazad Mesylate in Acute Stroke (RANTTAS) Investigators. A predictive risk model for outcomes of ischemic stroke. Stroke. 2000; 31: 448455.
5. RANTTAS Investigators. A randomized trial of tirilazad mesylate in patients with acute stroke (RANTTAS). Stroke. 1996; 27: 14531458.
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7. Lyden P, Brott T, Tilley B, Welch KM, Mascha EJ, Levine S, Haley EC, Grotta J, Marler J. Improved reliability of the NIH Stroke Scale using video training: NINDS TPA Stroke Study Group. Stroke. 1994; 25: 22202226.[Abstract]
8. Jennett B, Bond M. Assessment of outcome after severe brain damage. Lancet. 1975; 1: 480484.[Medline] [Order article via Infotrieve]
9. NINDS tPA Stroke Study Group. Generalized efficacy of t-PA for acute stroke: subgroup analysis of the NINDS t-PA Stroke Trial. Stroke. 1997; 28: 21192125.
10. Knaus WA, Harrell FE Jr, LaBrecque JF, Wagner DP, Pribble JP, Draper EA, Fisher CJ Jr, Soll L. Use of predicted risk of mortality to evaluate the efficacy of anticytokine therapy in sepsis: the rhIL-1ra Phase III Sepsis Syndrome Study Group. Crit Care Med. 1996; 24: 4656.[CrossRef][Medline] [Order article via Infotrieve]
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