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Imaginarity measures induced by relative entropy
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abstract
In this paper, we introduce two measures for the resource theory of imaginarity. One is induced by $\alpha$--$z$--R\'enyi relative entropy and the other, defined for positive definite density matrices, is induced by Tsallis relative operator entropy. The relationships between different imaginarity measures and their properties are also discussed.
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Two imaginarity monotones induced by unified $(\alpha,\beta)$-relative entropy
The paper defines two imaginarity monotones from the unified (α,β)-relative entropy, but the main property theorems are undermined by incorrect inequality directions.
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