New constructive counterexamples to additivity of minimum output Rényi p-entropy of quantum channels
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In this paper, we present new families of quantum channels for which corresponding minimum output Rényi p-entropy is not additive. Our manuscript is motivated by the results of Grudka et al., J. Phys. A: Math. Theor. 43 425304 and we focus on channels characterized by both extensions and subspaces of the antisymmetric subspace in C^d⊗C^d, which exhibit additivity breaking for p>2.
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quantum channels, Rényi p-entropy, minimum output entropy, antisymmetric subspace
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