The inverse gaussian distribution: theory, methodology, and applications
The inverse gaussian distribution: theory, methodology, and applications
Wireless Communications & Mobile Computing
Detection of unknown signals in a fading environment
IEEE Communications Letters
Low complexity location fingerprinting with generalized UWB energy detection receivers
IEEE Transactions on Signal Processing
Improving the energy efficiency of power line communications by spectrum sensing
Proceedings of the International Conference on Advances in Computing, Communications and Informatics
Optimal non-identical sensing setting for multi channels in cognitive radio networks
Computer Communications
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Energy detection (ED) has been widely used for detecting unknown deterministic signals in many wireless communication applications, e.g., cognitive radio, and ultra-wideband (UWB). However, the performance analysis of ED over slow fading channels is cumbersome, because it is difficult to derive closed-form expressions for the average probability of detection involving the generalised Marcum Q-function and the log-normal distribution. In this letter, we derive an approximation of the average probability of detection over a slow fading channel by replacing the log-normal distribution with a Wald distribution. In addition, we analyze the detection performance of the ED using a square-law combining scheme over multiple independent and identically distributed slow fading channels.