The basic criteria for a good interpolation method is geometric invariance, contrast invariance, no noise, edge preservation, no aliasing (jagged or staircase edge), should preserve texture, should not over smoothen, and sensitive to specified (power weight) parameters ([24, 25]).
Convergence of the power method is geometric in the ratio of the first two eigenvalues.
A possible reason for the inferior performance of 3D methods is the geometric information that is based on one conformation of the molecule [21].
Aiming at four types of fractures, corresponding extraction methods were presented to preserve geometric features.
Linear algebra and linear geometric methods were replaced in nonlinear systems by the methods of differential geometry, whose usefulness in the study of controllability, observability, and minimality of nonlinear systems had been demonstrated in the early 70s.
The main intuition of Isidori was to use differential geometric methods in the synthesis of feedback laws for nonlinear systems, more or less in the same way as linear geometric methods were used in the synthesis of feedback laws for linear systems.
Image analysis methods were used to quantify 13 geometric parameters of the carbide tip at various levels of wear, and the changes in the geometric parameters were then compared to changes in penetration rate.
Landmark-based geometric morphometric methods were used to capture information about shape, by obtaining the x and y coordinates of homologous landmarks.
Traditional and landmark-based geometric morphometrics methods were used to quantify variation in body size, body shape, and armor.
An alternative in the study of Paleoindian points is geometric morphometric methods that do not constrain how point size and form are characterized nor assume branching divergence between taxa.
