Attempting to rearrange a 3x3 "magic" matrix

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[EDIT: Sat Jun 25 00:40:09 UTC 2011 - Reformat - MKF]
Hello, here is the code that I am currently attempting to get to take the given matrix and move the rows up 1 to get the top row on the bottom and each row moved up one spot, so the 2nd row is on the top, and the last row is now in the middle. When I attempt to use the code provided for example 2.3, I get the top row and the last row to swap, but of course that is not what the question is asking, what am I doing wrong? I can fix the problem, but I will have to not follow the directions to get it done. Thanks...
clc
clear
matr = magic(3)
Temp1 = matr(1,:);
matr(1,:) = matr(3,:);
matr(3,:) = Temp1;
Temp1 = matr(2,:);
matr

Accepted Answer

bym
bym on 25 Jun 2011
try
doc circshift
  3 Comments
Paulo Silva
Paulo Silva on 25 Jun 2011
it's just one simple line of code and there's no need to use additional memory.
bym
bym on 25 Jun 2011
not sure I understand your question, perhaps Paulo's answer suffices?

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More Answers (2)

Paulo Silva
Paulo Silva on 25 Jun 2011
m=magic(3);
m=[m(2:end,:);m(1,:)]; %works for any magic array size
  7 Comments
Jared Singleton
Jared Singleton on 25 Jun 2011
Not if i don't have to, the script that they reference us to use as a guide to shift entire rows and columns doesn't work well for the magic(3). the circshift works for shifting td the rows down. I am just wondering if it is even possible to use the example script to answer the question at all. The question is that we have to create a matrix based off of the magic(3) in which each row of magic(3) has been moved up by one row and the first row becomes the last row. At the start it states that we have to use the element swapping technique in the earlier example (which I posted above). I personally think it can be done with less processing power used, and with a lot simpler code than the example.
Paulo Silva
Paulo Silva on 25 Jun 2011
The code I provided in my first answer works the way you need, you can also use the circshift like this m=circshift(m,-1); and get the same results.

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Matt Fig
Matt Fig on 25 Jun 2011
If it must be done using storage techniques (as you seem to be suggesting), simply work your way down the matrix.
M = magic(3);
TMP = M(1,:);
M(1,:) = M(2,:);
M(2,:) = TMP;
TMP = M(2,:);
M(2,:) = M(3,:);
M(3,:) = TMP
Or, for a more general approach:
for ii = 1:size(M,1)-1
TMP = M(ii,:);
M(ii,:) = M(ii+1,:);
M(ii+1,:) = TMP;
end
Of course it goes without saying that this is not really the way to do it in MATLAB. Much preferred is (for one):
M = M([2:size(M,1), 1],:)
  1 Comment
Jared Singleton
Jared Singleton on 25 Jun 2011
matr = magic(3)
A = circshift(matr,2) %shifts each row up 1
B = circshift(matr,[0,1])%shifts each column to the right by 1
This also works from what I can tell, note to self.. stop over thinking the script and just write it. Thanks to all of you gentlemen for you assistance... I greatly appreciate it.

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