International audienceFor a three-node relay network that employs binary linear codes and the decode-and-forward strategy, we derive analytic upper and lower bounds for the probability of error at the destination. The bounds are based on union-bound techniques and the input-output weight enumerator of the encoder. As an application, we use this bound to optimise the decoder at the destination. Our approach is verified by simulation results
We focus on a network where $n$ sources send data to $k$ destinations, through $m\geq n$ relay nodes...
This dissertation deals with wireless communications using cooperating relay nodes. Specifically, t...
We consider a three-node transmission system, where a source node conveys a data block to a destinat...
International audienceFor a three-node relay network that employs binary linear codes and the decode...
International audienceWe analyze and compare the maximum-likelihood (ML) decoder and the maximum a-p...
International audienceWe derive bounds on the error probability of optimal and sub-o...
We derive bounds on the error probability of optimal and sub- optimal detectors in an uncoded decode...
International audienceWe formulate the maximum a posteriori (MAP) rule for the decode-and-forward tr...
International audienceIn cooperative networks, despite its simplicity, the decode-and-forward protoc...
In this paper, we theoretically analyze the outage probability of decode-and-forward (DF) relaying s...
This paper investigates the quality-of-service performance of multiple decode-and-forward relay syst...
This letter considers a multi-source multi-relay network, in which relay nodes employ a coding schem...
Cooperative communications have the ability to induce spatial diversity, increase channel capacity, ...
Capacity bounds for a three-node binary symmetric relay channel with orthogonal components at the de...
In this paper, we investigate the error probability and the diversity order of physical-layer networ...
We focus on a network where $n$ sources send data to $k$ destinations, through $m\geq n$ relay nodes...
This dissertation deals with wireless communications using cooperating relay nodes. Specifically, t...
We consider a three-node transmission system, where a source node conveys a data block to a destinat...
International audienceFor a three-node relay network that employs binary linear codes and the decode...
International audienceWe analyze and compare the maximum-likelihood (ML) decoder and the maximum a-p...
International audienceWe derive bounds on the error probability of optimal and sub-o...
We derive bounds on the error probability of optimal and sub- optimal detectors in an uncoded decode...
International audienceWe formulate the maximum a posteriori (MAP) rule for the decode-and-forward tr...
International audienceIn cooperative networks, despite its simplicity, the decode-and-forward protoc...
In this paper, we theoretically analyze the outage probability of decode-and-forward (DF) relaying s...
This paper investigates the quality-of-service performance of multiple decode-and-forward relay syst...
This letter considers a multi-source multi-relay network, in which relay nodes employ a coding schem...
Cooperative communications have the ability to induce spatial diversity, increase channel capacity, ...
Capacity bounds for a three-node binary symmetric relay channel with orthogonal components at the de...
In this paper, we investigate the error probability and the diversity order of physical-layer networ...
We focus on a network where $n$ sources send data to $k$ destinations, through $m\geq n$ relay nodes...
This dissertation deals with wireless communications using cooperating relay nodes. Specifically, t...
We consider a three-node transmission system, where a source node conveys a data block to a destinat...