A geodesics-based approach is employed in this study to model a curve as the path of the gap.
Another weakness is the small sample size, which allowed for repeated-measures models but precluded modeling a growth curve of interactions.
The orthogonal curvilinear coordinate is used for modeling a general doubly curved deep or shallow shell surface.
A piecewise function as given in (15) is widely used to model a power curve [20].
These data were used to model a concentration response curve and to calculate the concentration corresponding to a 10 % reduction in viability (BMC10).
One of the features of the SROC approach is that it incorporates the cut-off value variation in a natural way; hence a measure modelling an ROC curve is favorable.
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.
More interesting example is the function Φ ( t ) = e − 1 / t, t > 0, which models a curve 'flat' at the origin.
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.
