Distributed Detection of a Common Random Signal

Document Type

Article

Publication Date

6-24-2013

Abstract

We consider the problem of distributed detection of a common random signal. After evaluating the detection performance of the centralized detector, we propose two distributed detectors. Detector 1 employs energy detector at the local sensors and a monotone fusion rule at the fusion center (FC). Detector 2 uses a Sign detector at each local sensor and a two-sided test at the FC. Detector 1 performs better for the somewhat extreme cases where the number of sensors is very small. When the number of sensors is reasonably large, we prove that detector 2 outperforms detector 1 using the Kullback-Leibler divergence (KLD) and Stein's lemma. In fact, for sensor networks with a reasonable number of sensors, the performance of detector 2 is about √ 2/π equation as effective as the centralized case where no local quantization is made. We validate the derived results via numerical Monte Carlo Simulations.

This document is currently not available here.

Share

COinS