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Entanglement Theory Quantum Correlations
Quantum Device Fabrication Process Engineering
Quantum Simulation
Bosonic Continuous Variable Quantum Computing
Choi matrices revisited. III
arXiv
Authors: Kyung Hoon Han, Seung-Hyeok Kye
Year
2024
Paper ID
38020
Status
Preprint
Abstract Read
~2 min
Abstract Words
85
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N/A
Abstract
We look for all linear isomorphisms from the mapping spaces onto the tensor products of matrices which send k-superpositive maps onto unnormalized bi-partite states of Schmidt numbers less than or equal to k. They also send k-positive maps onto k-block-positive matrices. We also look for all the bilinear pairings between the mapping spaces and tensor products of matrices which retain the usual duality between k-positivity and Schmidt numbers le k. They also retain the duality between k-superpositivity and k-block-positivity.
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