I want to implement this matrix
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0;Ip-l;0.............0
0;0;0;Ip-l;0.......0
.........................
0;0..............0;Ip-l
it is M-Nt x L matrix where M=128
L=65
p=64
1,3,5...columns are zero
2,4,6 columns have Ip-l in consecutive rows
1 commentaire
Andrei Bobrov
le 24 Fév 2012
M = 96;
N = 128;
A = zeros(M,N);
A(M+1:2*M+1:end) = Ip-1;
Réponse acceptée
Plus de réponses (3)
John D'Errico
le 23 Fév 2012
So many ways to do this. My favorite to recognize it as a block diagonal matrix.
d = repmat({[0 Ip-1]},1,64);
M = blkdiag(d{:});
If you want your matrix to be sparse (it surely should be, so why not use the capability?)
d = repmat({sparse([0 Ip-1])},1,64);
M = blkdiag(d{:});
I suppose this would work too. Making it sparse is trivial.
M = toeplitz([0, Ip-1,zeros(1,126)]);
M(2:end,:) = [];
Sean de Wolski
le 23 Fév 2012
look at diag, and eye.
doc diag
doc eye
Please provide an actual matrix we can copy and paste into MATLAB (small example) if you would like more detail.
G A
le 23 Fév 2012
0 votes
A=[zeros(64,1),(Ip-l)*eye(64,64)]
6 commentaires
Janet
le 23 Fév 2012
Sean de Wolski
le 23 Fév 2012
Look at what G A's code is doing. I think you need to change the capitalization of one letter.
Janet
le 23 Fév 2012
Sean de Wolski
le 23 Fév 2012
A(1:2:end,:) = 0;
Janet
le 23 Fév 2012
Janet
le 23 Fév 2012
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