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2 publications found

Outage analysis of opportunistic scheduling in dual-hop multiuser relay networks in the presence of interference

Kasun T. Hemachandra, Norman C Beaulieu

Journal IEEE transactions on communications , vol. 61(5) , pp. 1786-1796 · 2013 · Cited by 50

Wireless CommunicationsCommunication Theory and Coding

Abstract

The outage probability of a multiuser two-hop amplify-and-forward relaying system employing opportunistic scheduling is investigated. A practically important case where there are cochannel interference signals present at the network is considered for the analysis. Exact expressions and closed-form lower bounds are derived for the outage probability. Exact closed-form expressions are derived for the system outage probability when interference signals are present at the relay and at the destination separately. A closed-form lower bound is derived for the outage probability when the relay and the destination nodes are affected by interference simultaneously. The effects of channel state information feedback delay are investigated for special cases. In addition, asymptotic outage probability results are derived to obtain useful insights on the effects of interference and feedback delay. The novel expressions can be …

A moment matching technique to estimate the achievable ergodic rate for limited feedback distributed antenna systems in the presence of out-of-cell interference

Kasun T. Hemachandra, Norman C Beaulieu

Journal IEEE communications letters , vol. 17(7) , pp. 1360-1363 · 2013 · Cited by 2

Wireless CommunicationsCommunication Theory and Coding

Abstract

The performance of a random vector quantization based transmit precoding distributed antenna system is investigated in terms of the achievable ergodic rate. An approximate expression is derived for the ergodic rate of the system considering the effects of path loss, Rayleigh fading and out-of-cell interference. A moment matching technique is used to approximate the desired signal power and the total interference power distributions of the system using a Gamma distribution. The proposed approximation estimates the performance of the system accurately and saves computational time in simulations.