Class of positive-partial-transpose bound entangled states associated with almost any set of pure entangled states

@article{Piani2007ClassOP,
  title={Class of positive-partial-transpose bound entangled states associated with almost any set of pure entangled states},
  author={M. Piani and C. Mora},
  journal={Physical Review A},
  year={2007},
  volume={75},
  pages={012305}
}
  • M. Piani, C. Mora
  • Published 2007
  • Physics
  • Physical Review A
    • We analyze a class of entangled states for bipartite d d systems, with d nonprime. The entanglement of such states is revealed by the construction of canonically associated entanglement witnesses. The structure of the states is very simple and similar to the one of isotropic states: they are a mixture of a separable and a pure entangled state whose supports are orthogonal. Despite such a simple structure, in an opportune interval of the mixing parameter their entanglement is not revealed by… CONTINUE READING
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    References

    SHOWING 1-4 OF 4 REFERENCES
    Quantum Computation and Quantum Information
    • 11,981
    • PDF
    Quantum Information: An Introduction to Basic Theoretical Concepts and Experiments
    • 259
    Chru ś ci ń ski and A . Kossakowski
    • Phys . Rev . Lett . Phys . Rev . Lett . Phys . Rev . A Phys . Rev . Lett . Open Syst . Inf . Dyn . Open Syst . Inf . Dyn . Rev . Math . Phys . Phys . Rev . Lett . Phys . Rev . Lett . Phys . Lett . A Phys . Rev . Lett . Phys . Rev . Lett . Phys . Rev . A
    Chru ś ci ń ski and A . Kossakowski
    • Phys . Rev . Lett . Phys . Rev . Lett . Phys . Rev . A Phys . Rev . Lett . Open Syst . Inf . Dyn . Open Syst . Inf . Dyn . Rev . Math . Phys . Phys . Rev . Lett . Phys . Rev . Lett . Phys . Lett . A Phys . Rev . Lett . Phys . Rev . Lett . Phys . Rev . A