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ON GENERALIZATION OF QUANTUM MUTUAL ENTROPY BY USING LIFTINGS

机译:用升力量子相互熵的概括

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A lifting is a continuous map from a system to a compound system, and it is useful to describe several physical processes. Ohya and Accardi introduced the notion of it and characterized liftings~1. In this paper, we define a generalized quantum mutual entropy through liftings satisfying some conditions. In some cases, it satisfies the Shannon inequality and some cases not.
机译:提升是从系统到复合系统的连续地图,描述了几种物理过程是有用的。 OHYA和Accassi介绍了它的概念和表征升降机〜1。在本文中,我们通过满足某些条件的提升来定义广义量子相互熵。在某些情况下,它满足了香农不等式和某些情况。

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