Two new magic quantifiers are introduced using quantum (α,β) Jensen-Shannon divergence, shown to have desirable properties and efficient computation in low dimensions, with initial magic boosting generation under certain gates.
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Quantifying magic via quantum $(\alpha,\beta)$ Jensen-Shannon divergence
Two new magic quantifiers are introduced using quantum (α,β) Jensen-Shannon divergence, shown to have desirable properties and efficient computation in low dimensions, with initial magic boosting generation under certain gates.