To create a 256x256 matrix with 1s in the (i, i+1) position and zeros everywhere else using the tril and/or triu functions in octave.
Here is what tril and triu mean:
Here are one line commands in octave that give you a 9x9 matrix with 1s in the (i,i+1) position and zeros everywhere else using the tril and triu command.
To make a 256x256 matrix with 1s in the (i,i+1) position and zeros everywhere else we simply write:
triu(ones(256),1)-triu(ones(256),2).
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