On the separability of unitarily invariant random quantum states: the unbalanced regime

HIGHLIGHTS

• who: Ion Nechita from the Laboratoire de Physique Théorique, Université de Toulouse, CNRS, UPS, Toulouse, France have published the research work: On the Separability of Unitarily Invariant Random Quantum States: The Unbalanced Regime, in the Journal: Advances in Mathematical Physics of 15/05/2018
• what: The authors provide conditions such that the quantum state corresponding to a random unitarily invariant matrix will be, with large probability, PPT, separable, or entangled.

SUMMARY

Let ?? ∈ M? (C) ⊗ M? (C) be a sequence of unitarily invariant random matrices converging "strongly" to a compactly supported . . .

 



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