• Chinese Optics Letters
  • Vol. 19, Issue 11, 112701 (2021)
Zhiguang Pang1、2、3, Jiang Gao1、2、3, Tianlei Hou1、2、3, Min Wei1、2、3, Jian Li1、2、3、*, and Qin Wang1、2、3、**
Author Affiliations
  • 1Institute of Quantum Information and Technology, Nanjing University of Posts and Telecommunications (NUPT), Nanjing 210003, China
  • 2Key Laboratory of Broadband Wireless Communication and Sensor Network Technology of Ministry of Education, NUPT, Nanjing 210003, China
  • 3Telecommunication and Networks National Engineering Research Center, NUPT, Nanjing 210003, China
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    DOI: 10.3788/COL202119.112701 Cite this Article Set citation alerts
    Zhiguang Pang, Jiang Gao, Tianlei Hou, Min Wei, Jian Li, Qin Wang. Sequential 3 → 1 quantum random access code utilizing unsharp measurements[J]. Chinese Optics Letters, 2021, 19(11): 112701 Copy Citation Text show less
    Scenario with two participants. x: input message of Alice; y, b: input and output of Bob, respectively; ρx: state that Alice sends to Bob.
    Fig. 1. Scenario with two participants. x: input message of Alice; y, b: input and output of Bob, respectively; ρx: state that Alice sends to Bob.
    Scenario with three participants. x: input message of Alice; y, b: input and output of Bob, respectively; ρx: state that Alice sends to Bob; ρyx,b: post-processing state that Bob sends to Charlie.
    Fig. 2. Scenario with three participants. x: input message of Alice; y, b: input and output of Bob, respectively; ρx: state that Alice sends to Bob; ρyx,b: post-processing state that Bob sends to Charlie.
    Bounds on average success probability under 2 → 1 task. Short dashed line corresponds to the classical strategy. Dotted line, dotted and dashed line, and dotted and solid line correspond to the “unitary,” “mixed,” and “measure and prepare” projective strategies, respectively. Solid line corresponds to the general strategy with unsharp measurements. All of the bounds are tight.
    Fig. 3. Bounds on average success probability under 2 → 1 task. Short dashed line corresponds to the classical strategy. Dotted line, dotted and dashed line, and dotted and solid line correspond to the “unitary,” “mixed,” and “measure and prepare” projective strategies, respectively. Solid line corresponds to the general strategy with unsharp measurements. All of the bounds are tight.
    Correlations between the two success probabilities (PBsucc, PCsucc). The curve represents the boundary of the quantum set under 3 → 1; shadow rectangle represents classical boundary under 3 → 1.
    Fig. 4. Correlations between the two success probabilities (PBsucc, PCsucc). The curve represents the boundary of the quantum set under 3 → 1; shadow rectangle represents classical boundary under 3 → 1.
    Bounds on average success probability under 3 → 1 task. Short dashed line corresponds to the classical strategy. Dotted line and dotted and dashed line correspond to the “unitary” and “measure and prepare” projective strategies, respectively. Solid line corresponds to the general strategy with unsharp measurements.
    Fig. 5. Bounds on average success probability under 3 → 1 task. Short dashed line corresponds to the classical strategy. Dotted line and dotted and dashed line correspond to the “unitary” and “measure and prepare” projective strategies, respectively. Solid line corresponds to the general strategy with unsharp measurements.
    Zhiguang Pang, Jiang Gao, Tianlei Hou, Min Wei, Jian Li, Qin Wang. Sequential 3 → 1 quantum random access code utilizing unsharp measurements[J]. Chinese Optics Letters, 2021, 19(11): 112701
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