• Photonics Research
  • Vol. 7, Issue 5, A7 (2019)
Seok Hyung Lie and Hyunseok Jeong*
Author Affiliations
  • Center for Macroscopic Quantum Control, Department of Physics and Astronomy, Seoul National University, Seoul 151-742, South Korea
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    DOI: 10.1364/PRJ.7.0000A7 Cite this Article Set citation alerts
    Seok Hyung Lie, Hyunseok Jeong. Limitations of teleporting a qubit via a two-mode squeezed state[J]. Photonics Research, 2019, 7(5): A7 Copy Citation Text show less
    Fidelity change over the gain value g between −2 and 2 with a varying amount of losses in the two-mode squeezed state.
    Fig. 1. Fidelity change over the gain value g between 2 and 2 with a varying amount of losses in the two-mode squeezed state.
    Fidelity curves over the gain value g between −2 and 2 changing as the loss rate r2 increases.
    Fig. 2. Fidelity curves over the gain value g between 2 and 2 changing as the loss rate r2 increases.
    Transmission fidelity of a photonic qubit with numerically optimized gains. Here, q is the squeezing parameter of the initial two-mode squeezed state; the maximum fidelity curve is numerically obtained and plotted with the thick dashed curve, and that of q=1 is plotted with the thin dotted curve. It is impossible to attain fidelity higher than the classical limit (horizontal dotted line) with loss bigger than about 11%.
    Fig. 3. Transmission fidelity of a photonic qubit with numerically optimized gains. Here, q is the squeezing parameter of the initial two-mode squeezed state; the maximum fidelity curve is numerically obtained and plotted with the thick dashed curve, and that of q=1 is plotted with the thin dotted curve. It is impossible to attain fidelity higher than the classical limit (horizontal dotted line) with loss bigger than about 11%.
    Log negativity of the two-mode squeezed state in terms of the loss rate r2. On the contrary to the fidelity, there is no inversion in order with increasing loss.
    Fig. 4. Log negativity of the two-mode squeezed state in terms of the loss rate r2. On the contrary to the fidelity, there is no inversion in order with increasing loss.
    Seok Hyung Lie, Hyunseok Jeong. Limitations of teleporting a qubit via a two-mode squeezed state[J]. Photonics Research, 2019, 7(5): A7
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