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In Table 3 is shown the independent, joint and total variance explained for each of the predictors of habitat selection by Egyptian vulture in the reference order (alphabetic).
In Table 3 is shown the independent (i.e., IVE), joint and total variance explained for each of the predictors of Lesser kestrel abundance in the reference order (alphabetic).
Predictors ranked second (in reference order) appeared in other positions in the 23.2% of the times after permuting the order of the same set of variables (see Table 1 for other ranking positions).
One predictor ranked first according to its independent variance explained (IVE hereafter) in the reference order (i.e. following alphabetic order) appeared second (6.2% of the times) and third (1.2%) with other variable orders in analysis of HP for models from ten to twelve independent variables.
Without a reference, we cannot directly know the reference order.
The output was then compared to the reference order.
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Figure 3 shows the results from WinBUGS as a forest plot where all treatments were compared to placebo as a reference, ordered by their medians.
In addition, we remark that as the temperature parameter ϕ approaches zero, the Mallows model approaches a uniform distribution over all causal orderings, and if ϕ=1, the model corresponds to a dirac distribution on the reference ordering.
This technique utilizes cross-reference order parameter (CROP) to characterize local lattice orientations in a bicrystal and introduces a CROP-based definition of interface region to minimize interference from thermal fluctuations in distinguishing atoms.
The recorded data are used as a reference in order to validate the estimated subscriber trajectories.
The presented study case offers the proper reference in order to extend this methodology to more complex structural applications.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com