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Outliers significantly affect the conditional mean models and as a result, it affects the measurement of the central location, which may be misleading.
The problem of classification of Gaussian random field observations into one of two populations specified by different regression mean models and common stationary covariance function is considered.
The proposed approach utilizes both the histogram equalization technique for matching the acoustic mean models and an SNR-dependent linear interpolation-based method for adapting the covariance models into test environments.
We follow closely the strategy adopted in previous evaluations (see, for example, Maus et al., 2005) focusing on statistical comparisons between the candidate models and various mean models, and utilizing well-established diagnostic tools in both the spectral and physical domains.
Survival data models, considering cost as the 'time' variable, can relax the parametric assumptions of the exponential conditional mean models, and might be advantageous particularly for data with skewness, heavy tails and multimodality and are thus reviewed here.
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The result is a shape model consisting of the mean model and the major modes of variation with a dense correspondence map between individual shapes.
Stationary R-squared is a measure that compares stationary part of the model to a simple mean model and is preferable to ordinary R-squared when there is a trend or seasonal pattern.
Selection of the mean model and variance-covariance structure was done based on quasi likelihood under the independence model criterion (QIC).
Because the serum PFOA concentrations appear to be lognormally distributed, the log transformation is appropriate for both the mean model and for the residuals.
By using the mean model and default filtering parameter (p value threshold < 0.67), the searching process identified five groups of genes which had very similar periodic expression patterns).
Candidates D and E display the largest differences from the other candidates and to the mean models M and M w.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com