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Now, we use two methods to do the morphological dilation to image A with B: A: B: + +: the origin

Now, we use two methods to do the morphological dilation to image A with B: A: B: + +: the origin

Method 1, which is provided in our ‘Solutions’. A: B: +

A: B: +

A: B: +

A: B: +

A: B: +

A: B: +

Method 2, which is you mentioned. A: B: +

First, we get the reflection of B: A: +

The result should be the set of all displacements, so that and A overlap by at least one element. A: +

For example, in this case, A and has one pixel overlapped, so the + will be one element of the set. A: + +

+ A: +

In this case, A and has one pixel overlapped, so the + will be one element of the set. + A: + +

+ + A: +

+ A: + + In this case, A and has two pixels overlapped, so the + will also be one element of the set. +

+ A: + + +

A: + + + + + Similarly, A and has two pixels overlapped, so the + will also be one element of the set.

+ + A: + + +

+ + A: + + + +

+ + + A: + + +

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Name: 
Morphological
Author: 
guoyimo
Company: 
University of Oulu
Description: 
Now, we use two methods to do the morphological dilation to image A with B: A: B: + +: the origin
Tags: 
set | method | overlap | element | use | result | pixel | case
Created: 
12/10/2010 9:33:00 PM
Slides: 
38
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4
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