Relation To Gradients
In image processing, the computation of the local image gradient is a common operation, e.g., for edge detection. If above is an edge, then its gradient is parallel to . As is already discussed above the gradient is not a unique representation of orientation. Also, in the case of a local region which is centered on a line, the image gradient is approximately zero. However, in this case the vector is still well-defined except for its sign. Therefore, is a more appropriate starting point for defining local orientation than the image gradient.
Read more about this topic: Orientation (computer Vision)
Famous quotes containing the words relation to and/or relation:
“The difference between objective and subjective extension is one of relation to a context solely.”
—William James (18421910)
“The problem of the twentieth century is the problem of the color-linethe relation of the darker to the lighter races of men in Asia and Africa, in America and the islands of the sea. It was a phase of this problem that caused the Civil War.”
—W.E.B. (William Edward Burghardt)