Entropy and random feedback
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Let C ∈ C m×n . The Frobenius norm of C is defined as
$$ {\left\| C \right\|_F} = \sqrt {TrC{C^ * }} ,$$
where C* denotes the complex-conjugate transpose and Tr denotes trace. The spectral norm of C is defined as
$$ \left\| C \right\| = \sqrt {{\lambda _{\max }}\left( {C{C^ * }} \right)} , $$
where λmax denotes the maximum eigenvalue.
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