I have a matrix, for example
A = [ 1 2 3; 4 5 6; 7 8 9] ;
and a vector of size 1x3 which specifies which element in each row is the one I\
First of all, the indexes in Matlab go from top to bottom.
So in your case A[1] = 1 , A[2] = 4 , A[3] = 7
That said, it would be easier to work on A' , because its a bit more trivial.
B = A';
B((vector + [0:2].* 3))
It's a bit ugly, but diag(A(1:3,[1 2 1]))
will do the trick.
MATLAB provides the SUB2IND function to convert rows/columns subscripts to linear indices:
>> A = [1 2 3; 4 5 6; 7 8 9];
>> idx = sub2ind(size(A),1:3,[1 2 1]); %# rows: [1 2 3], cols: [1 2 1]
>> A(idx)
1 5 7
Here's a variation of Yochai's answer but without the transpose (this is also basically what SUB2IND does in Amro's answer):
output = A((1:3)+3.*(vector-1));
Or for an array A
of an arbitrary size:
nRows = size(A,1);
output = A((1:nRows)+nRows.*(vector-1));