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  1. Entanglement measure

    ... There are operational entanglement measures such as distillable entanglement , distillable key and entanglement cost , as ... relative entropy of entanglement is an upper bound for distillable entanglement and distillable key . One of typical ...

    Wiki article - Anonymous (not verified) - 02/11/2015 - 02:10 - 0 comments

  2. Logarithmic negativity

    ... which is easily computable and an upper bound to the distillable entanglement . It is defined as E N ( ρ ... E N ( ρ ) . is an upper bound to the distillable entanglement See also Negativity ...

    Wiki article - Anonymous (not verified) - 26/10/2015 - 17:56 - 0 comments

  3. Coherent information

    ... The coherent information, gives also the one way distillable entanglement when maximised over local operations performed ...

    Wiki article - Anonymous (not verified) - 26/10/2015 - 17:56 - 0 comments

  4. Entropy of entanglement

    ... when evaluated on pure states. Among those are Distillable entanglement Entanglement cost Entanglement of ...

    Wiki article - Anonymous (not verified) - 26/10/2015 - 17:56 - 0 comments

  5. Entanglement cost

    ... to the entanglement of formation. See also Distillable entanglement Entanglement of formation ...

    Wiki article - Anonymous (not verified) - 04/02/2017 - 00:16 - 0 comments

  6. Operational measures

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    Wiki article - Anonymous (not verified) - 26/10/2015 - 17:56 - 0 comments

  7. Reduction criterion

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    Wiki article - Anonymous (not verified) - 26/10/2015 - 17:56 - 0 comments

  8. Axiomatic approach

    ... are upper and lower bounds on operational measures such as distillable entanglement, entanglement cost and most recently distillable key. ...

    Wiki article - Anonymous (not verified) - 26/10/2015 - 17:56 - 0 comments

  9. Bound entangled states

    ... which are (i) entangled (ii) undistillable i.e. for which distillable entanglement is zero. To build them, one needs pure entanglement, ...

    Wiki article - Anonymous (not verified) - 26/10/2015 - 17:56 - 0 comments