Entanglement of Multipartite Schmidt-correlated States
Ming-Jing Zhao, Shao-Ming Fei, Zhi-Xi Wang
TL;DR
This paper extends the concept of Schmidt-correlated states to multipartite systems and thoroughly analyzes their entanglement properties, including equivalence, separability, and various entanglement measures.
Contribution
It introduces a generalization of Schmidt-correlated states to multipartite systems and investigates their entanglement characteristics and classifications.
Findings
Multipartite Schmidt-correlated states are characterized and classified.
Entanglement measures such as negativity, concurrence, and relative entropy are computed.
Conditions for separability and entanglement witnesses are established.
Abstract
We generalize the Schmidt-correlated states to multipartite systems. The related equivalence under SLOCC, the separability, entanglement witness, entanglement measures of negativity, concurrence and relative entropy are investigated in detail for the generalized Schmidt-correlated states.
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