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A Candidate Framework for Free-Space Quantum Key Distribution based on Geometrical-Configuration Modulation

2026/06/24 by Yu-Ming Bai, Yu-Xuan Liu, Ming-Han Ding +1 · 1 voice
Physics and Astronomy · #quant-ph #physics.app-ph #physics.optics

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Abstract

This paper proposes a candidate framework for free-space quantum key distribution (QKD) based on geometrical-configuration modulation (GM). In the minimal implementation considered here, Alice coherently splits a single photon emitted from one source into two spatial output modes with a tunable separation, and uses the source separation R as the GM variable that defines the prepared single-photon spatial superposition state. Bob records the single-photon detection coordinate in the far field or Fourier plane, providing the correlated data used for soft-input information reconciliation. Based on this physical mechanism, we first establish an R-x protocol model in which the source separation R and the single-photon detection coordinate x are random variables, and further propose an R-Δx extension based on the difference variable Δx between adjacent accepted detection events to mitigate slowly varying center drift in free-space links. The framework specifies state preparation, far-field conditional probabilities, soft-input information generation, parameter estimation, reconciliation, and asymptotic candidate key-rate formulas. A complete composable security analysis further requires derive an explicit computable upper bound on Eve's information from experimentally observed parameters, together with finite-key analysis and experimental validation under free-space conditions. The proposed candidate framework (GM-QKD) provides a modulation approach based on spatial degrees of freedom in which the source geometry serves as the modulation variable.

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