how to generate binary matrix of mxnxp
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Hi.......
This is the integer matrix which is generated by using integer values
A=randi(4,5,5,2)-1
can any one help me in generating the above integer matrix in to binary matirx having (0's and 1's) of dimension mxnxp
thanks in advance.
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Answers (1)
Guillaume
on 24 Jan 2019
Your question is not very clear. The code you show generates a matrix of integer between 0 and 3 (included), not 0 and 1, because the first input you pass to randi is 4 (and you subtract 1) from the result. If you weren't aware that the first input is the upper bound of the integers generated by randi, perhaps you should look at the documentation.
To generate a binary matrix of size MxNxP:
A = randi([0 1], M, N, P)
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Guillaume
on 26 Jan 2019
I know what the binary representation of a numbe is. What I have no idea is what you call the binary form of a matrix. So once again, what is the binary form of your example matrix.
binaryform = cat(3, ... %is the binary form 3d as well. 4d maybe?
[? ? ? ? ? %how many columns?
? ? ? ? ? %how many rows?
], %how many pages?
[? ? ? ? ?
? ? ? ? ?])
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