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How to subtract elements in a matrix from each other

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Colin Lynch
Colin Lynch am 5 Jun. 2018
Bearbeitet: Stephen23 am 6 Jun. 2018
Hello there!
I want to find out how I can subtract the elements of a matrix from one another in a particular order. Lets say that I have the following matrix:
matrix_1 = [30 39 42; 10 15 22; 1 5 7]
This matrix represents the running total counts of some function. To get the counts for each individual cell, I want to subtract the element in a cell from the one before it. In this case, the solution will do something like this:
matrix_2 = [30-22 39-30 42-39; 10-7 15-10 22-15; 1 5-1 7-5]
in order to produce:
matrix_3 = [8 9 12; 3 5 7; 1 4 2]
Does anyone know of a way I can automize this process so I don't need to calculate this by hand?
Thank you in advanced!
Sincerely,
Colin
  3 Kommentare
Colin Lynch
Colin Lynch am 6 Jun. 2018
The way I did this particular count is that it starts on the bottom left hand corner of the matrix (where matrix_one equals 1), then goes up sequentially to the right (where it equals 5), to the right again (where its 7) and then jumps up to the second row on the far left (where its 10) and so on. Does that make sense?
Stephen23
Stephen23 am 6 Jun. 2018
Bearbeitet: Stephen23 am 6 Jun. 2018
@Colin Lynch: I believe 42-39=3.

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Akzeptierte Antwort

Stephen23
Stephen23 am 6 Jun. 2018
Bearbeitet: Stephen23 am 6 Jun. 2018
With some juggling of matrices this can be done with just one line of code:
>> A = [30 39 42; 10 15 22; 1 5 7]
A =
30 39 42
10 15 22
1 5 7
>> flipud(reshape([A(end,1),diff(reshape(flipud(A).',1,[]))],size(A,2),[]).')
ans =
8 9 3
3 5 7
1 4 2
The required order of data is very unusual: the flipud, reshape, and transpose operations are just to get the data into a simpler order (i.e. the order of linear indexing), which then makes calculating the difference easy with just one diff call.

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KSSV
KSSV am 6 Jun. 2018
m1 = [30 39 42;
10 15 22;
1 5 7] ;
m2 = [30-22 39-30 42-39;
10-7 15-10 22-15;
1 5-1 7-5] ;
[m,n] = size(m1) ;
iwant = zeros(size(m1)) ;
iwant(:,2:end) = diff(m1')' ;
iwant(m,1) = m1(m,1) ;
for i = 1:m-1
iwant(i,1) = m1(i,1)-m1(i+1,n) ;
end

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