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ABSTRACT
Energy-efficient routing for wireless sensor networks (WSNs) has been a topic of great interest for the last few years, but thus far routing for signal detection in WSNs has not attracted much attention. In particular, little research has focused on the Neyman-Pearson criterion which is the most well accepted metric for radar, sonar and related signal detection problems. In this paper, we formulate the problem of energy-efficient routing for signal detection under the Neyman-Pearson criterion, apparently for the first time. We hereby propose two different routing metrics that aim at a tradeoff between the detection performance and the energy consumption. In particular, the first one leads to a combinatorial problem of identifying a path which achieves the largest possible mean detection-probability-to-energy ratio, while the second one reduces to finding a route which minimizes the consumed energy while maintaining a predeter-mined detection probability. We further provide efficient algorithms for solving these problems based on state-of-the-art research from operations research. We also present simulation results which indicate the distinctive energy-performance balance achieved by each proposed routing metric.
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INDEX TERMS
Primary Classification:
C.
Computer Systems Organization
C.2
COMPUTER-COMMUNICATION NETWORKS
C.2.1
Network Architecture and Design
Subjects:
Wireless communication
Additional Classification:
C.
Computer Systems Organization
C.3
SPECIAL-PURPOSE AND APPLICATION-BASED SYSTEMS
Subjects:
Signal processing systems
G.
Mathematics of Computing
G.2
DISCRETE MATHEMATICS
G.2.1
Combinatorics
Subjects:
Combinatorial algorithms
H.
Information Systems
H.1
MODELS AND PRINCIPLES
General Terms:
Algorithms,
Design,
Performance
Keywords:
Neyman-Pearson criterion,
active sensing,
combinatorial optimization,
energy efficiency,
in-network processing,
passive sensing,
routing,
signal detection,
wireless sensor networks
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