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Values of RE greater than 1.0 indicates higher efficiency of ALS-assisted estimates than field-based estimates for a given plot size.
$$\end{document} R E = V ^ field V ^ ALS Values of RE greater than 1.0 indicates higher efficiency of ALS-assisted estimates than field-based estimates for a given plot size.
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Similarly, the relative and negative influence of a given plot positioning error is reduced because the relative overlap between the field- and ALS-data becomes larger as plot size increases.
For a given cluster size we plot the number of families from a given region.
Unexpectedly large eyes for a given body size would be indicated if they plotted above the 95% prediction belt.
Finally, we plotted these results to allow comparisons 1) across taxa for a given bin size and 2) across bin size for a given taxon.
We tune the sizes of Bloom filters to minimize false positives for a given memory size.
When plotting log-transformed (base 10) eye diameter against log-transformed (base 10) cuberoot of body mass, it is apparent that most squid have very large eyes for a given body size, exceeding the eye size of most fish.
Thus, for a given sample, W H plots can be plotted using Eqs.
where the c case is the measurement time needed (Equation 3) for one simulated plot with a given type and size and a given subsample tree measurement strategy, and B is the total budget of measurements (in minutes per day).
Thus, the most efficient plots for a given amount of time were compact plots.
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