A Simple Edge Model
Although certain literature has considered the detection of ideal step edges, the edges obtained from natural images are usually not at all ideal step edges. Instead they are normally affected by one or several of the following effects:
- focal blur caused by a finite depth-of-field and finite point spread function.
- penumbral blur caused by shadows created by light sources of non-zero radius.
- shading at a smooth object
A number of researchers have used a Gaussian smoothed step edge (an error function) as the simplest extension of the ideal step edge model for modeling the effects of edge blur in practical applications. Thus, a one-dimensional image which has exactly one edge placed at may be modeled as:
At the left side of the edge, the intensity is, and right of the edge it is . The scale parameter is called the blur scale of the edge.
Read more about this topic: Edge Detection
Famous quotes containing the words simple, edge and/or model:
“If when a businessman speaks of minority employment, or air pollution, or poverty, he speaks in the language of a certified public accountant analyzing a corporate balance sheet, who is to know that he understands the human problems behind the statistical ones? If the businessman would stop talking like a computer printout or a page from the corporate annual report, other people would stop thinking he had a cash register for a heart. It is as simple as thatbut that isnt simple.”
—Louis B. Lundborg (19061981)
“As I came to the edge of the woods,
Thrush musichark!
Now if it was dusk outside,
Inside it was dark.”
—Robert Frost (18741963)
“The best way to teach a child restraint and generosity is to be a model of those qualities yourself. If your child sees that you want a particular item but refrain from buying it, either because it isnt practical or because you cant afford it, he will begin to understand restraint. Likewise, if you donate books or clothing to charity, take him with you to distribute the items to teach him about generosity.”
—Lawrence Balter (20th century)