Literature DB >> 8624760

Impact of missing data due to dropouts on estimates of the treatment effect in a randomized trial of antiretroviral therapy for HIV-infected individuals. Canadian HIV Trials Network A002 Study Group.

J M Raboud1, J S Montaner, A Thorne, J Singer, M T Schechter.   

Abstract

PURPOSE: To evaluate the impact of missing data due to nonrandom dropout on estimates of the effect of treatment on the CD4 count in a clinical trial of antiretroviral therapy for HIV infected individuals.
METHODS: The effect of treatment on CD4 counts in a recent study of continued ZDV versus ddI in HIV-infected individuals was estimated from the observed data and after imputing missing CD4 counts for patients who dropped out of the study. Imputation methods studied were (a) carrying forward the last observed CD4 count, (b) predicting missing CD4 counts from regression models, and (c) assuming that CD4 counts of patients who dropped out declined at a rate of 100 cells per year.
RESULTS: Of the 245 patients enrolled in the study, 52% completed the planned 48 weeks of follow-up. Patients with lower CD4 counts were more likely to drop out of the study (RR = 1.77; p = 0.0001). Patients receiving ZDV had a greater tendency to drop out than patients receiving ddI (p = 0.07). Mean CD4 counts calculated after imputing missing data were lower than those obtained from the observed data at all follow-up times for both treatment groups. Imputing CD4 counts with regression models yielded higher estimates of the effect of treatment than were obtained using the observed data.
CONCLUSION: Missing outcome data due to dropouts can result in an underestimation of the treatment effect and overly optimistic statements about the outcome of participants on both treatment arms due to the selective dropout of participants with lower or decreasing CD4 counts. When there are significant dropout rates in randomized trials, imputation is a useful technique to assess the range of plausible values of the treatment effect.

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Year:  1996        PMID: 8624760     DOI: 10.1097/00042560-199605010-00007

Source DB:  PubMed          Journal:  J Acquir Immune Defic Syndr Hum Retrovirol        ISSN: 1077-9450


  6 in total

1.  Estimating the effect of treatment on quality of life in the presence of missing data due to drop-out and death.

Authors:  J M Raboud; J Singer; A Thorne; M T Schechter; S D Shafran
Journal:  Qual Life Res       Date:  1998-08       Impact factor: 4.147

Review 2.  Top ten errors of statistical analysis in observational studies for cancer research.

Authors:  A Carmona-Bayonas; P Jimenez-Fonseca; A Fernández-Somoano; F Álvarez-Manceñido; E Castañón; A Custodio; F A de la Peña; R M Payo; L P Valiente
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3.  The prevention and treatment of missing data in clinical trials.

Authors:  Roderick J Little; Ralph D'Agostino; Michael L Cohen; Kay Dickersin; Scott S Emerson; John T Farrar; Constantine Frangakis; Joseph W Hogan; Geert Molenberghs; Susan A Murphy; James D Neaton; Andrea Rotnitzky; Daniel Scharfstein; Weichung J Shih; Jay P Siegel; Hal Stern
Journal:  N Engl J Med       Date:  2012-10-04       Impact factor: 91.245

4.  The Influence of Exercise on Perceived Pain and Disability in Patients With Lumbar Spinal Stenosis: A Systematic Review of Randomized Controlled Trials.

Authors:  Jarrett Slater; Morey J Kolber; Kristen C Schellhase; Chetan K Patel; Carey E Rothschild; Xinliang Liu; William J Hanney
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5.  Prevention of Disease Complications through Diagnostic Models: How to Tackle the Problem of Missing Data?

Authors:  Mr Baneshi; H Faramarzi; M Marzban
Journal:  Iran J Public Health       Date:  2012-01-31       Impact factor: 1.429

6.  Sampling-based approaches to improve estimation of mortality among patient dropouts: experience from a large PEPFAR-funded program in Western Kenya.

Authors:  Constantin T Yiannoutsos; Ming-Wen An; Constantine E Frangakis; Beverly S Musick; Paula Braitstein; Kara Wools-Kaloustian; Daniel Ochieng; Jeffrey N Martin; Melanie C Bacon; Vincent Ochieng; Sylvester Kimaiyo
Journal:  PLoS One       Date:  2008-12-02       Impact factor: 3.240

  6 in total

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