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Quantum Information Processing

Quantum secure two-party Euclidean distance computation based on mutually unbiased bases

  • 01-07-2022
Published in:
Author
Yinhong Cao
Published in
Quantum Information Processing | Issue 7/2022

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Abstract

The article discusses the critical need for privacy-preserving data processing in modern society and introduces a quantum-secure protocol for two-party Euclidean distance computation. Building on the principles of quantum mechanics, this protocol leverages mutually unbiased bases to enable secure computation without revealing private data. The protocol involves a semi-honest third party and employs decoy state techniques to detect eavesdropping, ensuring robust security against external attacks, participant attacks, and semi-honest third-party attacks. The article provides a detailed analysis of the protocol's correctness and security, highlighting its superiority over classical cryptographic methods threatened by advances in quantum computing.
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previous article Transfer of zero-order coherence matrix along spin-1/2 chain
next article On construction of quantum codes with dual-containing quasi-cyclic codes
Title
Quantum secure two-party Euclidean distance computation based on mutually unbiased bases
Author
Yinhong Cao
Publication date
01-07-2022
Publisher
Springer US
Published in
Quantum Information Processing / Issue 7/2022
Print ISSN: 1570-0755
Electronic ISSN: 1573-1332
DOI
https://doi.org/10.1007/s11128-022-03611-9
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Other articles of this Issue 7/2022

Universal construction of a full quantum one-way function

Geometric discord for multiqubit systems

Reality variation under monitoring with weak measurements

Quantifying quantum correlations in noisy Gaussian channels

A quantum approach to the discretizable molecular distance geometry problem

A mediated semi-quantum protocol for millionaire problem based on high-dimensional Bell states