#Linear algebra help what is (AI I) and why is it same as (I | A^-1)
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In what context you have found this.
Is it an inner product ?
If it is the Frobenius Inner Product
(A | B) = tr(AT B)
where T is the matrix transposition operator
in the case where A and B are real matrices.
The statement (A | I) = (I | A^-1) is wrong
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