Therefore, a linear relation between point localization accuracy and 1/λ would suggest that σv remains constant throughout the body surface, and that λ variation is caused by variation in σs; conversely, a nonlinear relationship would indicate variation in σv. Figure 3F applies this reasoning to the two studies that reported perceived vs. real distance (Figs. 3D, E).
These examples illustrate the intimate relation between point of gaze and stepping accuracy relative to environmental context.
They served less as tools of construction than as tools for creating proportional plans, shaping relations between points rather than literally outlining space.
Motivated by continuity preservation, the SDPP is a linear projection method where the proximity relations between points in the low-dimensional subspace mimic the proximity relations between points in the response space.
It is direct and relatively simple; variables are represented by points and the inter-relations between points are represented by directed lines giving a direct picture of signal flow.
In contrary to other methods such as proposed method in [14], instead of finding the similar points in two sets of points, at first step, a model that describes the relations between points in each set of points or image is used without needing to segment vessels in retina images.
This conservation is independent of the specific metrics or coordinate functions of choice, but sensitive to the isometric features of the map(s) that define the relations between points in the sensory-motor spaces of interest.
However, because a pixel of a depth image is the value of the Z-coordinate of a point cloud, the relation between a point and its neighbor points is not represented in a depth image.
For conical and cylindrical rods explicit relations between point impedance and measured strains are derived.
The point-to-point display mode enables the user to see the visual relation between any point and the rest of points in the space, individually, by simply hovering mouse cursor on that point.
