2021
DOI: 10.3390/math9192497
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Incorporating a New Summary Statistic into the Min–Max Approach: A Min–Max–Median, Min–Max–IQR Combination of Biomarkers for Maximising the Youden Index

Abstract: Linearly combining multiple biomarkers is a common practice that can provide a better diagnostic performance. When the number of biomarkers is sufficiently high, a computational burden problem arises. Liu et al. proposed a distribution-free approach (min–max approach) that linearly combines the minimum and maximum values of the biomarkers, involving only a single coefficient search. However, the combination of minimum and maximum biomarkers alone may not be sufficient in terms of discrimination. In this paper,… Show more

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Cited by 4 publications
(3 citation statements)
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“…Aznar-Gimeno et al proposed new non-parametric approaches, so-called min-maxmedian (MMM) and min-max-IQR (MMIQR) [27], which extend the idea of the min-max approach by applying our proposed stepwise algorithm [25], following the suggestion of Pepe et al [14,15]. The aim was to include more information in the model while remaining computationally affordable, although more intensive.…”
Section: Min-max-median/iqr Approachmentioning
confidence: 99%
See 2 more Smart Citations
“…Aznar-Gimeno et al proposed new non-parametric approaches, so-called min-maxmedian (MMM) and min-max-IQR (MMIQR) [27], which extend the idea of the min-max approach by applying our proposed stepwise algorithm [25], following the suggestion of Pepe et al [14,15]. The aim was to include more information in the model while remaining computationally affordable, although more intensive.…”
Section: Min-max-median/iqr Approachmentioning
confidence: 99%
“…Maintaining the advantage of not being subject to any distributional assumptions, being computationally tractable regardless of the number of original biomarkers while incorporating more information through a new summary statistic (the median or the interquartile range), Aznar-Gimeno et al [27] proposed the so-called min-max-median and min-max-IQR approaches. These approaches are based on estimating the linear combination of these three variables using the proposed stepwise algorithm [25].…”
Section: Introductionmentioning
confidence: 99%
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