![]() Other properties of traces are (all matrices are n × n matrices): Where we used B B −1 = E (the identity matrix). The trace of a matrix is invariant under a similarity transformation Tr( B −1 A B) = Tr( A). Let A and B be n× n matrices, then Tr( A B) = Tr ( B A). Where A ii is the ith diagonal element of A. Let A be an n × n matrix its trace is defined by Definition and properties of matrix traces ![]()
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