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Erschienen in: Wireless Personal Communications 4/2017

28.09.2016

Influence of Channel Information Imperfection on Outage Probability of Cooperative Cognitive Networks with Partial Relay Selection

verfasst von: Khuong Ho-Van

Erschienen in: Wireless Personal Communications | Ausgabe 4/2017

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Abstract

Influence of channel information imperfection on outage probability of cooperative cognitive networks with partial relay selection over independent and non-identical Rayleigh fading channels and under peak transmit power constraint and interference power constraint is thoroughly analyzed in this paper. To eliminate time-consuming simulations, we propose both exact and asymptotic outage probability expressions in closed-form, which facilitate in quickly evaluating this influence in key operation parameters and acquiring useful insights into performance limits. For comparison, we also derive similar expressions for two benchmark communications schemes in cognitive radio networks, namely direct transmission and dual-hop communications with partial relay selection. Various results show considerable system performance deterioration and performance saturation owing to channel information imperfection, and superiority of cooperative communications to direct transmission and dual-hop communications.

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Fußnoten
1
As above-mentioned, this paper considers the DF relays in cooperative cognitive networks and so, relay selection criteria with the AF relays (e.g., [1820]) or in dual-hop cognitive networks (e.g., [2125]) are not necessarily surveyed.
 
2
The influence of channel information imperfection in cognitive radio networks under spectrum-sharing paradigm was investigated in different aspects; for example, relay non-selection (e.g., [3336]), the AF relay selection (e.g., [37, 38]), direct transmission (i.e., no relay) in [39], dual-hop communications with relay selection [40, 41]. Because the current paper concentrates on the partial RSC in DF cooperative cognitive networks, the literature related to these aspects investigated in [3341] should not be further surveyed.
 
3
\(\lambda _{ij}\)’s are divided into clusters of identical value; for example, \(\lambda _{Si}\)’s, \(\lambda _{iD}\)’s, \(\lambda _{iP}\)’s with \(i\in \{1,\ldots ,R\}\) are assumed to be identical in [3, 810, 14, 23, 4145].
 
4
\(\lambda _{ij}\)’s, \(\forall \{i,j\}\) are equal in [7, 11, 12, 15].
 
5
\({\mathcal {S}}[i]\) denotes the ith element of the set \({\mathcal {S}}\).
 
6
\(\emptyset \) denotes the empty set.
 
7
It is noted again that [46] does not investigate the direct channel between the source and the destination for further performance improvement as performed in [45] and our paper.
 
8
It is noted that the threshold for direct transmission is just \(\gamma _0=2^T-1\), instead of \(\gamma _0=2^{2T}-1\) for the partial RSC. This is because direct transmission requires one-stage transmission while the partial RSC needs two-stage transmission.
 
9
\(\{ {x,y,\ldots }\}\mathop \rightarrow \limits ^{{{{{\mathcal {P}}}}_m},{{{\mathcal {Q}}}} \rightarrow \infty } \{ {X,Y,\ldots }\}\) is the short-hand representation which denotes \(x\mathop \rightarrow \limits ^{{{{{\mathcal {P}}}}_m},{{{\mathcal {Q}}}} \rightarrow \infty } X,y\mathop \rightarrow \limits ^{{{{{\mathcal {P}}}}_m},{{{\mathcal {Q}}}} \rightarrow \infty } Y,\ldots \)
 
10
As discussed in Sect. 3.2, PCI makes zero outage probability in the high SNR regime and hence, no performance limit for this case is plotted in Fig. 2.
 
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Metadaten
Titel
Influence of Channel Information Imperfection on Outage Probability of Cooperative Cognitive Networks with Partial Relay Selection
verfasst von
Khuong Ho-Van
Publikationsdatum
28.09.2016
Verlag
Springer US
Erschienen in
Wireless Personal Communications / Ausgabe 4/2017
Print ISSN: 0929-6212
Elektronische ISSN: 1572-834X
DOI
https://doi.org/10.1007/s11277-016-3777-8

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