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On comparison of net survival curves [Elektronski vir]Pavlič, Klemen ; Pohar Perme, MajaBackground Relative survival analysis is a subfield of survival analysis where competing risks data are observed, but the causes of death are unknown. A first step in the analysis of such data is ... usually the estimation of a net survival curve, possibly followed by regression modelling. Recently, a log-rank type test for comparison of net survival curves has been introduced and the goal of this paper is to explore its properties and put this methodological advance into the context of the field. Methods We build on the association between the log-rank test and the univariate or stratified Cox model and show the analogy in the relative survival setting. We study the properties of the methods using both the theoretical arguments as well as simulations. We provide an R function to enable practical usage of the log-rank type test. Results Both the log-rank type test and its model alternatives perform satisfactory under the null, even if the correlation between their p-values is rather low, implying that both approaches cannot be used simultaneously. The stratified version has a higher power in case of non-homogeneous hazards, but also carries a different interpretation. Conclusions The log-rank type test and its stratified version can be interpreted in the same way as the results of an analogous semi-parametric additive regression model despite the fact that no direct theoretical link can be established between the test statistics.Source: BMC medical research methodology [Elektronski vir]. - ISSN 1471-2288 (Vol. 17, Dec. 2017, str. 1-12)Type of material - e-article ; adult, seriousPublish date - 2017Language - englishCOBISS.SI-ID - 33211609
Author
Pavlič, Klemen |
Pohar Perme, Maja
Topics
relativno preživetje |
neto preživetje |
regresijski model |
relative survival |
net survival |
regression model
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| Database name | Field | Year |
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| Links to authors' personal bibliographies | Links to information on researchers in the SICRIS system |
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| Pavlič, Klemen | 37491 |
| Pohar Perme, Maja | 23437 |
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