matrix, window finding median....
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Hi,
I need to make a progrqam for the following logic:
1. Consider a matrix of size 120x120. Now consider a section of 3x3 and find the median of the 3x3 section, replacing the values of the matrix to make a new matrix (of a smaller size). The new 3x3 section will be taking the next element as the central element.
2. Please see that there is a command in MATLAB, called medfilt, medfilt2, which does the same, but I need to develop a program which does this manually i.e. it first sorts our the elements in ascending or descending order and then selects the middle value as the median thereby forming a new matrix with the median values.
The program that I am building is more complex than the section which I need help on. Any help in deleveloping this program will be highly appreciated.
Thanks and Regards
Manpreet Kaur
댓글 수: 4
Walter Roberson
2011년 5월 13일
duplicates http://www.mathworks.com/matlabcentral/answers/5656-program-to-find-the-median-of-the-matrix-need-to-use-for-loop
답변 (3개)
Sean de Wolski
2011년 4월 21일
Well what are the steps? First you have to sort:
doc sort
then you have to extract the middle value
xmiddle = x(floor(numel(x)/2))
If you can't figure it out from here; ask your professor because they're either failing to teach you properly, or you're sleeping during class.
댓글 수: 3
Sean de Wolski
2011년 4월 22일
How are you going to replace one value with two median values in the even that it's even? Also, how can you have an even number of elements in a square window (i.e. a window with even sides centered on one pixel) It will always be odd (one per side=> 3*3=9; two per side => 5*5 = 25 etc.)
PS. A kind word of advice for learning MATLAB is to learn to use the built-in/stock functions and to read/understand the documentation related to them. This will get you much further and save time as there is no reason to reinvent the wheel.
Andrei Bobrov
2011년 4월 22일
variant (as in medfilt2)
x = randi(125,3);% input array
x = sort(x(:));
I = numel(x)/2;
if rem(I,1), y = x(ceil(I));
else y = sum(x(floor(I)+ [0 1]))/2; end
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