Finding value of a matrix
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I have a 3x3 matrix, for example:
d=rand(3,3)
Now i want to implement the equation
V=1/2(d(q4,q5)+d(q5,q6))
where q5 is the centre pixel
q4,46 are neighbouring pixels
for example
d= q1  q2 q3
   q4  q5 q6
   q7  q8 q9
please assist
1 Comment
Accepted Answer
  Walter Roberson
      
      
 on 19 Dec 2012
        Hard to tell. You might be asking for
oldMatrix = double(ImageMatrix);
NewMatrix = ( oldMatrix(:,1:end-1) + oldMatrix(:,2:end) ) ./ 2;
But perhaps your "d" matrix is trying to talk about weighting the pixel values ? If so then let w1 be the weight for what you showed as d(q4,q5), and let w2 be the weight for what you showe as d(q5,q6), and then
NewMatrix = ( w1 .* oldMatrix(:,1:end-1) + w2 .* oldMatrix(:,2:end) ) ./ 2;
12 Comments
More Answers (2)
  Muruganandham Subramanian
      
 on 19 Dec 2012
        
      Edited: Muruganandham Subramanian
      
 on 19 Dec 2012
  
         d=ones(3);
  V=1/2*(d(d(2,2),d(2,2))+d(d(2,2),d(2,3)))
but, If you're using rand(), d(2,2),etc.. can't be accessible, if not using ceil() or floor()..Is this you want?
7 Comments
  Walter Roberson
      
      
 on 19 Dec 2012
				The confusion is between pixel locations and pixel values. You wrote the question with d(q4,q5) which based on the way you wrote the question is trying to access the matrix d() at row index which is the value of the pixel you labeled q4, and column index which is the value of the pixel you labeled q5.
  Muruganandham Subramanian
      
 on 19 Dec 2012
				@FIR, I din't worked on images, anyway, by using imread() read your image and do the calculation
  Image Analyst
      
      
 on 19 Dec 2012
        By chance do you mean just convolution with a [1 2 1]/4 kernel, where you take the average of the left pair of pixels and the right pair of pixels? If so, you'd need to extract each color plane first and then use conv2() to get the output image one color plane at a time.
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