want to compute zero mean for whole matrix and then some scaling to this ?
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I have a matrix of 1024*966 for this matrix I want to compute zero mean and want to scale after this and want to improve result by doing this but how can I? Final result will be nearly equal result to matrix of 1024*966.
for zero mean I got
X=AC1(:,1);
Y=X-mean(X(:,:));
For scaling I don't know?
1 Comment
the cyclist
on 29 Aug 2013
I'm sorry, but I don't think the explanation is what you want is very clear. Can you give a very small example (maybe 3x3?) that shows what you want to do?
Answers (1)
Image Analyst
on 29 Aug 2013
Edited: Image Analyst
on 29 Aug 2013
You should have edited your original question, or added a comment to my answer there.
Why do you call it zero mean? That's not standard terminology. Why are you taking only the left column of 2D image AC1? That doesn't do the whole matrix, just the left column. Anyway, you can do
Y = double(AC1) - mean2(AC1); % Use mean(AC1(:)) if you don't have the IPT.
For scaling just multiply by some scaling factor, like 42 or whatever - I'm not sure why that part is confusing to you.
6 Comments
RS
on 29 Aug 2013
Image Analyst
on 29 Aug 2013
Sorry - I meant AC1, what you called your 2D matrix.
So you can stack these images in the Z direction with cat(3, m1, m2, m3) then you can scan it pixel by pixel getting the 3 values in the z direction and using polyfit to get a parabola going through those 3 points. They have no area. A parabola does not have an area - it does not.
RS
on 29 Aug 2013
Image Analyst
on 29 Aug 2013
I have no idea what you're trying to say. You said the parabola was determined by the value (in the same location) from the three matrices. So what do you mean by the "parabola under"? What is under what???
RS
on 18 Sep 2013
Image Analyst
on 18 Sep 2013
I still don't understand. Did you switch terminology on us? Is your new x the old z (the plane number, or 1,2,3) and the new y is the pixel value at that (x,y) location in the three matrices?
Since you've lost me, why don't you just use polyfit() to get your parabola?
coefficients = polyfit(x, y, 2);
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