Compute all permutations of a given inequality in terms of coefficients matrix
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Hello friends,
I have inequality say  , where
, where  denotes the mutual information between
 denotes the mutual information between  and
 and  . The canonical form of the above inequality can be written in terms of entropies as follows:
. The canonical form of the above inequality can be written in terms of entropies as follows:
 , where
, where  denotes the mutual information between
 denotes the mutual information between  and
 and  . The canonical form of the above inequality can be written in terms of entropies as follows:
. The canonical form of the above inequality can be written in terms of entropies as follows: .
.So for 4 random variables  , we have (
, we have ( )- dim (we consider only non-empty set) hyperplane in terms of coefficients as follows:
)- dim (we consider only non-empty set) hyperplane in terms of coefficients as follows:
 , we have (
, we have ( )- dim (we consider only non-empty set) hyperplane in terms of coefficients as follows:
)- dim (we consider only non-empty set) hyperplane in terms of coefficients as follows:
The inequality has 12 permutations (including itself) as follows:
 
 Manually I have calculated all the above permutations.
For a given inequality, I want to compute all permutations by a program. Please help me.
Thanks in advance.
#MSA
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