The decreasing property of relative entropy and the strong superadditivity of quantum channels
Quantum Information & Computation
Problems of Information Transmission
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We consider bistochastic quantum channels generated by unitary representations of a discrete group. We give a proof of the additivity conjecture for a quantum depolarizing channel 驴 based on the decreasing property of the relative entropy. We show that the additivity conjecture holds for a channel 驴 = 驴 o 驴, where 驴 is a phase damping channel.