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A geodesics-based approach is employed in this study to model a curve as the path of the gap.
In the case of Bayes ensemble model, a curve can be traced for each sensitivity-specificity combination obtained after changing the value of the cut-off.
Figure 5 Different curves of the Perona Malik model: (a) Curve of the diffusion coefficient function: g ∇I) = 1/⌊1+(|∇I |/K 2⌋ (b) Curve of the flux function: g ∇I) = 1/⌊1+(|∇I |/K 2⌋·∇I.
Note that both curves are very similar for Models A and B. In fact, the area below the Model A curve is 0.880 955% CI = 0.843 0.91616) and that of Model B is 0.866 955% CI = 0.826 0.9060.826 0.906
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Polarization decay curves of two models are shown in Fig. 6, indicating that the curve of model A decays fast and the curve of model B decays slowly.
More interesting example is the function Φ ( t ) = e − 1 / t, t > 0, which models a curve 'flat' at the origin.
This was accomplished by aligning the axis connecting the cusp tip and the root apex vertically and modeling a curve best fitting the obtained mean values of surface curvature.
In growth curve modeling, a curve is fitted for each individual subject.
He explained that effects artist Joe Thornley-Heard started with 3D models of the actors and used animation tool Houdini to drag different points of the model into a curve with noise algorithms.
Because the snake model discretizes a curve using a set of points, this representation is hard to describe the curve topological changes.
This model shows a curve where R is asymptotic when S → ∞.
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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