Are competing risks models appropriate to describe implant failure?

被引:2
|
作者
Ranstam, Jonas
机构
[1] Musculoskeletal Research Unit, Bristol Medical School, Southmead Hospital, Bristol
[2] Population Health Sciences, Bristol Medical School, Bristol
[3] National Institute for Health Research Bristol Biomedical Research Centre, University of Bristol
基金
英国医学研究理事会;
关键词
D O I
10.1080/17453674.2018.1452470
中图分类号
R826.8 [整形外科学]; R782.2 [口腔颌面部整形外科学]; R726.2 [小儿整形外科学]; R62 [整形外科学(修复外科学)];
学科分类号
摘要
Background and purpose - The use of competing risks models is widely advocated in the arthroplasty literature due to a perceived bias in comparison of simple Kaplan-Meier estimates. Proponents of competing risk models in the arthroplasty literature appear to be unaware of the subtle but important differences in interpretation of net and crude failure estimated by competing risk and Kaplan-Meier methods respectively. Methods - Using a simple simulation we illustrate the differences between competing risks and Kaplan-Meier methods. Results - Competing risk and Kaplan-Meier methods estimate different survival quantities, i.e., crude and net failure respectively. Estimates of crude failure estimated using competing risk methods will be less than net failure as estimated using Kaplan-Meier methods. Interpretation - Kaplan-Meier methods are appropriate for describing implant failure, whereas crude survival estimated using competing risk methods estimates the risk of surgical revision as it depends on both implant failure and mortality. Both competing risk models and Kaplan-Meier methods are useful in arthroplasty, and both provide unbiased estimates of crude and net failure in the absence of any confounding or selection respectively. Surgeons and researchers should carefully consider whether the use of competing risks is always justifi ed. Lower estimates of failure from competing risk models may be misleading to surgeons who are attempting to select the best implants with the lowest failure rates for their patients.
引用
收藏
页码:253 / 253
页数:1
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