How to select a region if we click inside it?

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Dear all,
I have a binary image same as the one I show here which contains few honeycomb regions connected to each other. Now I want a single honeycomb to be selected when the user makes a left click using the mouse inside the desired honeycomb. Any idea how
to do that?
Any suggestions will be appreciated.
Sincerely, Mueshoo

Risposta accettata

Matt J
Matt J il 8 Gen 2014
Use WAITFORBUTTONPRESS and get(gca,'CurrentPoint') to detect the location of the click.
Then use INPOLYGON to detect which honeycomb was selected.
  3 Commenti
Matt J
Matt J il 14 Gen 2014
For example the rows of V
V=[0 0 ; 1 0; 0 1]
are vertices of a triangle.
Since (0.1,0.2) lies inside the triangle, this returns true
>>inpolygon(0.1,0.2,V(:,1),V(:,2))
ans =
1
and conversely this returns false,
>> inpolygon(.1,1.2,V(:,1),V(:,2))
ans =
0
Meshooo
Meshooo il 15 Gen 2014
Thank you but still I couldn't do it. Let's say we have many objects in one image as I show here. Now if the user click by the mouse inside any object then this object will remain and all other objects will be removed. Is it possible to do that? Thank you very much for your time.
Mustafa

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Più risposte (1)

Image Analyst
Image Analyst il 15 Gen 2014
Mustafa: Here's how to do it step by step:
  1. invert the image
  2. call imclearborder
  3. label the binary image with bwlabel
  4. call [column, row] = int32(ginput(1)) to let the user click somewhere
  5. get the label with labelNumber = labeledImage(row, column)
  6. extract the object with extractedObject = ismember(labeledImage, labelNumber)
  7. Make it binary again binaryImage = extractedObject > 0;
  8. display it with imshow(binaryImage, []);
See if you can program that up and attach your code if you have problems.
  6 Commenti
YEIMY LISETH QUINTANA VILLAMIZAR
Can you help me? please,
I need that the program recognize a image of another image, loading a image that is a circle and loading other that is a ellipse.
How I can make that the program recognize that the image is a circle or a ellipse ?

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