| Literature DB >> 30837879 |
Carmen Ruff1, Ludmila Koukalova1, Walter E Haefeli1, Andreas D Meid1.
Abstract
Patients who do not sufficiently adhere to their dosing regimens will, ultimately, do not get the full benefit of their medication. For example, if direct oral anticoagulants (DOAC) are not taken continuously, an intervention to improve adherence or maintain persistence will show direct effects on clinical outcomes. Usually, adherent patients are defined by taking ≥80% of their medication. The resulting binary adherence status from this threshold can as well be used for predictive classification. Thus, the threshold can determine the prediction model's performance to identify patients at risk for poor adherence by this binary adherence status. In this perspective, we propose a plan for model development and performance considering the threshold's role. Concerning development demands, we extracted predictors from a systematic literature search on DOAC adherence to be used as a core set of candidate predictors. Independently, we investigated how well a future model would technically have to perform by modeling drug intake and thromboembolic events based on a rivaroxaban pharmacokinetic-pharmacodynamic model. Using this simulation framework for different thresholds, we projected the impact of an imperfectly predicted adherence status on the event risk, and how imperfect sensitivity and specificity affect the cost balance if a supporting intervention was offered to patients classified as non-adherent. Our simulation results suggest applying a rather high threshold (90%) for discrimination between patients at low or high risk for non-adherence by a prediction model in order to assure cost-efficient implementation.Entities:
Keywords: adherence; claims data; clinical prediction model; direct oral anticoagulants (DOACs); pharmacology/pharmacotherapy; rivaroxaban
Year: 2019 PMID: 30837879 PMCID: PMC6389873 DOI: 10.3389/fphar.2019.00113
Source DB: PubMed Journal: Front Pharmacol ISSN: 1663-9812 Impact factor: 5.810
FIGURE 1Results from the PubMed literature search on potential predictors of DOAC adherence and persistence. The analyses of the published data are coded in green (qualitative), blue (multivariate), and red (univariate). The height of the bar indicates the number of extracted statistically significant results for each predictor, where k denotes the number of original publications contributing to the respective predictor (A). For multivariate estimates appearing in more than one original publication, the numbers and directions of the results from the subset of multivariate analyses are highlighted in a lollipop plot. Green dots indicate a negative association with non-adherence or non-persistence (protective constellation), while red dots show a positive association with non-adherence or non-persistence (risk constellation). The dots are connected by a straight line to visualize the diverging frequencies of results for each predictor; the longer the line, the clearer the conclusion for the predictor and the shorter the line the more conflicting the predictor. K denotes the number of original publications for each predictor (B).
FIGURE 2Perspective for model performance in predicting future DOAC adherence explored by Modeling and Simulation for four adherence thresholds. An extended rivaroxaban PKPD model (see Supplementary Material 2) describes the event-free probability of stroke or systemic embolism in terms of percentage adherence to administration regimen, while these groups are determined by several thresholds. Kaplan–Meier plots visualize the effect size of one simulation (A). A three-dimensional mesh plot illustrates detectable effect sizes if the model imperfectly allocates patients to groups above and below a certain threshold in terms of sensitivity and specificity (B). Expected cost savings from the model’s implementation are visualized in a heat plot based on expected costs and benefits for various performance estimates (C). The line connects the smallest sensitivity values resulting in a positive cost balance.