Amir Masoud Rabiei

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The performance of dual-hop opportunistic relaying with randomly distributed decode-and-forward relays is investigated. The relays are assumed to be distributed according to a two-dimensional homogeneous Poisson point process, in contrast to most of the existing literature where the locations of relays are assumed to be known and deterministic. An exact(More)
Wireless networks with a finite number of nodes uniformly distributed in a finite region are considered. A closedform expression for the distribution of the power of a single interferer incident on a receiving node in the network is derived. The node is assumed to be placed at an arbitrary location in the network in contrast to most of the existing(More)
An exact expression for the outage probability of opportunistic relaying in a dual-hop amplify-and-forward relay network is derived for general fading environments and the case where the source and destination nodes make use of directional antennas. The relaying nodes are assumed to be distributed according to a homogeneous two-dimensional Poisson point(More)