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The best model for mean diameter included H95, stand density, stand age and PCzero (Table 4).
A force balance describing the interaction between the colloidal probes and the hydrogel as a spring-damper system lead to a simple model for mean square displacement.
The mathematical model for mean particle size (PS) generated from the regression analysis was given by PS = 830 − 8.14 PX + 12.8 PD − 11.1 S/AS + 1.42 GLB Conc.
The height model produced in the current study was compared with the model for mean top height produced by Herbert et al. ([1996]).
For this purpose, we computed a mixed-effects model for mean annual wood density with tree-ring width, aspect, cambial age and their interactions as fixed effects and tree and year as random effects (Eq. 1).
This paper introduces another distribution, the Offset Elliptical Normal (OEN) model, which has some justification in terms of probability theory and appears to form a more plausible model for mean wind speeds.
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Proposed relations were compared with popular models for mean stress correction.
In Fig. 4, we compared the models for mean on the same data as in Fig. 3.
In the calibration of statistical models for mean and extreme wind speeds, data coming from historical series measured at meteorological stations are used.
Table 5 The planted stand models for mean top height and basal area were validated using the one-at-a-time cross-validation method MTH Basal area RMSE Bias RMSE Bias Model 1.301 0.09 7.58 0.44 Validation 1.555 0.37 8.327 0.41.
Condition index was a less variable response than the RNA/DNA ratio, and the final models for mean condition index and the RNA/DNA ratios explained 77.3 and 35.8% of the respective variances.
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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