Row subtraction in matrix

I am trying to subtract each row in a matrix from the row after it. The function diff does x_{i} - x_{i+1}, I need to do x_{i}-x_{i-1}. I cannot find anything that will tell me how to do this. I am sure it is something simple that I am just overlooking.

3 commentaires

James Tursa
James Tursa le 23 Mai 2018
No. diff() does row{i}-row{i-1} just like you apparently want.
Stephen23
Stephen23 le 23 Mai 2018
The diff help states that for a matrix it returns
[X(2,:)-X(1,:); X(3,:)-X(2,:); ... X(p,:)-X(p-1,:)]
which seems to match what you asked for.
Ian Loveless
Ian Loveless le 23 Mai 2018
Then I mistyped. Is there a way I can do row{i}-row{i+1}?

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Réponses (1)

James Tursa
James Tursa le 23 Mai 2018
Modifié(e) : James Tursa le 23 Mai 2018

0 votes

Just negate the usual diff() result. E.g.,
x = your matrix
result = -diff(x);

6 commentaires

Ian Loveless
Ian Loveless le 23 Mai 2018
That just gives me the negative of diff(), it does not subtract in the opposite direction.
James Tursa
James Tursa le 23 Mai 2018
Really? Have you tried it?
Ian Loveless
Ian Loveless le 23 Mai 2018
Yes I did. It is the same as my diff() matrix, except each value has "-" in front of it.
James Tursa
James Tursa le 23 Mai 2018
Modifié(e) : James Tursa le 23 Mai 2018
So, there appears to be a disconnect of some sort with your description and what you want. Consider this:
>> x = randi(10,3,4)
x =
8 1 7 4
10 9 8 7
7 10 8 2
>> -diff(x)
ans =
-2 -8 -1 -3
3 -1 0 5
It certainly looks to me like the first row of the result is x_row1-x_row2 etc. Similarly for the second row of the result. So for the x shown above, what is the result that you want exactly if it isn't what I have shown?
Stephen23
Stephen23 le 24 Mai 2018
Modifié(e) : Stephen23 le 24 Mai 2018
"It is the same as my diff() matrix, except each value has "-" in front of it."
That would be exactly correct then. The only difference between these
row(i)-row(i+1)
row(i)-row(i-1)
will be the sign. So if all were positive in the first case, then in the second case all would be negative.
Ian Loveless
Ian Loveless le 25 Mai 2018
You are all correct, I apologize for my ignorance. I was looking at spacings instead of differences. Thank you for your help and patience.

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