… The digital plane is a lattice whose elements are points with integer coordinates, the so …
One of the most studied function of the plane is the rotation, which is a \(2\times 2\) real matrix …

… strain errors (a-1) due to out-of-plane translation being proportional to ΔZ… plane translation
displacement, and (a-2) due to out-of-plane rotation are shown to be a function of both rotation …

… , any changes in rotation or scale in the original image are converted to the horizontal and
vertical shifts in the transformed plane. The accuracy of rotation measurement is high enough …

… Rotation, parallelism, and scaphoid convergence measurements were similar comparing …
Rotation: All digits were found to be in supination relative to the horizontal plane; the small …

… the discrete plane, there are many angles giving the rotation … rotation angle from a given
Pythagorean angle θ for a digital … bound rotation angle for A . We note that the lower bound …

… each other, but on parallel planes. 11. Basic Assumptions … floor, the camera also moves
on a horizontal plane. Thus, the … Rotation This chapter explores how the camera rotation, the …

… digital signal processing hardware which requires the operation of vector plane rotation. It
is … in efficient vector rotation on standard and non-standard complex planes alike. Several …

… , or at points where the motion is purely vertical (points lying on a plane parallel to the image
plane passing through the rotation axis). The latter kind of error is fairly harmless, since we …

… Usually, in application of discrete rotations, we consider that the discrete plane is tiled by
squares, usually denoted by pixel. However, there exist other regular forms that tile the …

… with deformation it was noted that the error in estimated rotation angle determined by
SIFT was greater when the in plane strain was added. In addition, similar to the situation of …