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Quantum digital signature with unidimensional continuous-variable against the measurement angular error.

Wei Zhao, Ronghua Shi, Xiaoming Wu

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    This study introduces unidimensional modulation for quantum key generation protocols (KGP) to enhance continuous-variable quantum digital signatures (CV-QDS). This method improves security against attacks and simplifies implementation by addressing measurement errors.

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    Area of Science:

    • Quantum Information Science
    • Cryptography
    • Optical Communication

    Background:

    • Continuous-variable quantum digital signatures (CV-QDS) leverage quantum key generation protocols (KGP) for secure classical signature negotiation.
    • Existing KGP implementations face security vulnerabilities due to measurement angular errors in heterodyne or homodyne detection during distribution.

    Purpose of the Study:

    • To propose a novel unidimensional modulation technique for KGP components within CV-QDS.
    • To address and mitigate security issues arising from measurement angular errors in quantum key distribution.

    Main Methods:

    • Implementing unidimensional modulation in KGP, focusing on single quadrature modulation.
    • Eliminating the need for basis choice in the modulation process.
    • Conducting numerical simulations to evaluate security against collective, repudiation, and forgery attacks.

    Main Results:

    • Unidimensional modulation effectively guarantees security against collective, repudiation, and forgery attacks.
    • The proposed method simplifies the practical implementation of CV-QDS.
    • Security concerns related to measurement angular errors are circumvented.

    Conclusions:

    • Unidimensional modulation presents a viable solution for enhancing the security and simplifying the implementation of CV-QDS.
    • This approach overcomes critical security challenges posed by measurement errors in quantum communication protocols.