2018
DOI: 10.3414/me17-01-0102
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A Quadriparametric Model to Describe the Diversity of Waves Applied to Hormonal Data

Abstract: Our results demonstrate that, with unimodal waves, complex methods (e.g., functional mixed effects models using smoothing splines, second-order growth mixture models, or functional principal-component- based methods) may be avoided. The use, application, and, especially, result interpretation of four-parameter analyses might be advantageous within the context of feminine physiological events.

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Cited by 2 publications
(1 citation statement)
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“…Daily means, SDs, and CIs of hormone values across the study sample will be used to describe the variability in the population, as was done in the pilot study [ 34 ], and individual (personalized) hormone patterns will also be considered as we have presented in previous studies [ 51 ]. Day-to-day hormone variability will require complex modelling of hormonal patterns, which we have used in previous studies [ 53 ], using R -software ( R Foundation for Statistical Computing, Vienna, Austria). The specific statistical methods involve creating best-fit distributions for wave patterns of the hormones using the mean square of residuals as the loss function, with the goal to minimize the loss function to improve the fit of the distribution based on the density of the hormone wave patterns in the population; this specific method has helped to identify distinct hormone patterns that may represent different physiologic mechanisms, but it must be emphasized that these are hypothesis-generating rather than primary endpoints of this proposal.…”
Section: Results (Planned)mentioning
confidence: 99%
“…Daily means, SDs, and CIs of hormone values across the study sample will be used to describe the variability in the population, as was done in the pilot study [ 34 ], and individual (personalized) hormone patterns will also be considered as we have presented in previous studies [ 51 ]. Day-to-day hormone variability will require complex modelling of hormonal patterns, which we have used in previous studies [ 53 ], using R -software ( R Foundation for Statistical Computing, Vienna, Austria). The specific statistical methods involve creating best-fit distributions for wave patterns of the hormones using the mean square of residuals as the loss function, with the goal to minimize the loss function to improve the fit of the distribution based on the density of the hormone wave patterns in the population; this specific method has helped to identify distinct hormone patterns that may represent different physiologic mechanisms, but it must be emphasized that these are hypothesis-generating rather than primary endpoints of this proposal.…”
Section: Results (Planned)mentioning
confidence: 99%