Partial Covariance-Based Detectors for Cooperative Spectrum Sensing in Cognitive Communications
Sensors
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- Date Published
- 21 Apr 2026
- Priority Score
- 0
- Australian
- Yes
- Created
- 21 Apr 2026, 10:00 am
Description
Sensors, an international, peer-reviewed Open Access journal.
Summary
The research introduces modified test statistics for covariance-based detectors to optimize spectrum sensing in cognitive communication systems. By utilizing a symmetric real-valued partial sample covariance matrix, the study demonstrates a significant reduction in computational complexity while maintaining or improving detection accuracy. While the technical improvements in hardware efficiency and signal processing are valuable for infrastructure, this work does not directly address frontier AI safety, catastrophic risks, or AI governance frameworks. Its relevance is primarily situated in the domain of telecommunications and signal processing rather than AI alignment or safety policy.
Body
27 pages, 3764 KB
Open AccessArticle
Partial Covariance-Based Detectors for Cooperative Spectrum Sensing in Cognitive Communications
by
Dayan Adionel Guimarães
Sensors 2026, 26(8), 2557; https://doi.org/10.3390/s26082557 (registering DOI) - 21 Apr 2026
Abstract
This article proposes modified test statistics for six blind covariance-based detectors used in data fusion cooperative spectrum sensing, where the full Hermitian sample covariance matrix (SCM) of the received signal is replaced by a symmetric real-valued partial sample covariance matrix (PSCM). This substitution
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This article proposes modified test statistics for six blind covariance-based detectors used in data fusion cooperative spectrum sensing, where the full Hermitian sample covariance matrix (SCM) of the received signal is replaced by a symmetric real-valued partial sample covariance matrix (PSCM). This substitution results in a substantial reduction in overall computational complexity compared to the original SCM-based formulations, while preserving or improving detection accuracy under realistic conditions that include non-uniform noise powers, time-varying distance-dependent path loss, spatially correlated shadowing, and multipath fading with a random Rice factor. The computation of the PSCM requires 50% fewer floating-point operations than the full SCM and offers a hardware-friendly structure due to its reliance on real-valued arithmetic. On the test statistic side, the adoption of the PSCM leads to computational costs ranging from 3.37% to 61.9% of those incurred by the corresponding SCM-based test statistics.
Full article
(This article belongs to the Section Communications)
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