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When more precision is needed a conversion to floating point is done once the image is stored in the GPU global memory, exploiting the parallelism provided by the GPU.
However, in some cases more precision is needed and a Modified Arrhenius (MA) model, allowing the linear parameter to be temperature-dependent, appears as the correct alternative to the plain model.
Or, in case more precision is needed, we assume β(t)="β0+βc1cos Ωt)+βs1sin(Ωt)+⋯+βcmcos(mΩt)+βsmsin(mΩt) for some m > 2. It is interesting to point out that the expressions for β0, βc1, βs1 obtained by considering β(t)="β0+βc1cos Ωt)+βs1sin(Ωt) are different from the ones obtained when we consider β(t)="β0+βc1cos Ωt)+β0+βc1cos Ωtc2cos(2Ωt)+β0+βc1cos Ωt
More precision is needed in actual policy decision-making where large populations and opportunity costs are at stake.
Similar(56)
The point density of each cluster can be estimated by dividing the number of points in the clusters by the area of the bounding box of the cluster; this approximation works well in practice, but if more precision was needed, it could be achieved by computing the convex hull of the cluster and dividing the number of points by its area.
Despite its name, the system can be tricky, and precision is needed.
But what degree of precision is needed?
If more precision is required for individual compartments, then more particles may need to be quantified.
More consolidation is needed.
More information is needed.
More explanation is needed.
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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