Article
Application of time-to-event methodology in the context of diabetes register-based data: advances and challenges
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Published: | August 27, 2015 |
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Introduction: The German DIVE (Diabetes Versorgung-Evaluation) registry is a prospective, observational, multi-centre database established in 2011. It contains information on antidiabetic treatment prescription, concomitant therapies, and other covariate values of patients diagnosed with type 2 diabetes over the course of time [1]. Motivated by the identification of patient-related prognostic characteristics regarding the initiation and failure of a basal supported oral antidiabetic treatment strategy (BOT), this overview demonstrates in which way extended time-to-event techniques can adequately describe the data and how they improve effect detection. We also discuss common problems accompanied by the analysis of register-based data [2].
Methods: The temporal pattern of diabetes medication requires an application of time-to-event methodology. To obtain a precise formulation of the situation at hand, the primary endpoints (initiation-/ end-of-treatment) are seen to be subject to competing risks [3] (for instance, 'death'). Further, the specific medical issue suggested a time scale using 'onset-of-therapy' as a natural time origin; however, data on treated patients only became available after their appearance within the registry. This phenomenon is known as delayed entry or left-truncated data; failure to account for it causes length-bias. Individuals without any event until study closure and drop-outs (e.g., due to missing treatment records) are treated as right-censored observations. Risks are expressed in terms of cause-specific hazard ratios provided by univariate and multivariate Cox proportional hazards models. Missing covariate information at study entry is attacked by a multiple imputation approach using chained equations [4].
Results: Results and medical impacts regarding the DIVE database are presented. Besides (direct) effects on the hazard ratio of the event of interest, a Cox model regarding the competing endpoint additionally enables the detection of 'indirect' covariate impacts. We also compare the results to the 'ordinary' approaches like Welch's t-test or Fisher's exact test.
Discussion: Flexible time-to-event methodology using competing risks is rarely applied in register-based diabetes epidemiology. In particular, the time-dynamic documentation within the DIVE registry avoids bias when patient outcome and covariate effects after a time-dependent event is investigated. Accounting for left-truncation, the consideration of alternative time scales and the analysis of length-biased sampling is enabled. By means of multistate models, the methodology can even be extended to more complex disease histories. From a medical point of view, the identification of prognostic factors regarding BOT- initiation/-failure could be highly useful in a clinical setting when assessing the most appropriate treatment strategy for type 2 diabetes patients.
As limitations, the current setting only allows an investigation of covariates measured at (delayed) study entry and (personalized) predictions are not possible due to incomplete mortality information [3], [5].
References
- 1.
- Danne T, Kaltheuner M, Koch A, Ernst s, Rathmann W, Russmann HJ, et al. 'DIabetes Versorgungs-Evaluation' (DIVE) – a national quality assurance initiative at physicians providing care for patients with diabetes. Deutsche Medizinische Wochenschrift (1946). 2013; 138(18):934-9
- 2.
- Olsen J. Register-based research: some methodological considerations. Scan J Public Health. 2011; 39(3):225-9
- 3.
- Beyersmann J, Allignol A, Schumacher M. Competing risks and multistate models with R. New York: Springer; 2012.
- 4.
- van Buuren S. Multiple imputation of discrete and continuous data by fully conditional specification. Stat Methods Med Res. 2007; 16(3):2019-242
- 5.
- Keiding N, Knuiman M. Letter to the editor survival analysis in natural history studies of disease. Stats Med. 1990; 9(10):1221-2.