This collection presents three interconnected papers on eavesdropper (Eve) detection in Quantum Key Distribution (QKD) channels, following the chronological development of the framework. Part I Eve Detection in QKD via Dual-Layer Sidereal Filtering and Krylov Complexity Analysis (v4): The empirical starting point. Eve is modeled as a Hamiltonian perturbation at the kappa-coupling interface. Krylov-Statistical Mapping establishes a correlation between bₙ deviation and QBER statistical moments (r=0. 948, kurtosis; r=0. 943, |skewness|) across 50 gamma values. Crossover spectral regime (⟨r⟩=0. 366) explicitly documented. Part II: Distinguishing Quantum Scrambling from Eavesdropping via Krylov Temporal Structure and Sidereal Filtering (v2, with Robustness Analysis): The theoretical foundation. A Gaussian autocorrelation template C (t) = exp (−0. 5· (slope·t) ²) is derived from Krylov-Lanczos bₙ coefficients. Under realistic hardware noise (AR (1) + 1/f + afterpulsing + bursts): AUC=0. 9899, separation=12. 13 sigma. Three methodological killer tests included. All results are simulation-based (N=8 crossover regime; not yet validated on real QKD hardware). Part III: QKD Eve Detector: A Unified Framework (Synthesis): The three-layer detector combining all prior work: (1) Dual-Layer Sidereal Filter for environmental noise removal, (2) Krylov Dynamic Detector for template matching, (3) Multi-Vector Attack Classifier distinguishing six attack types. Self-contained implementation provided in the accompanying demo notebook. Accompanying notebooks reproduce all figures and results. Dependencies: NumPy, SciPy, QuTiP. No special hardware required.
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Daniel Süß (Thu,) studied this question.
synapsesocial.com/papers/69abc1c65af8044f7a4eaafa — DOI: https://doi.org/10.5281/zenodo.18873823
Daniel Süß
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