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Therefore we assume in this section a two-dimensional stochastic geometry with multiple candidate RSs.
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In addition, this approach provides designers with multiple candidate designs.
Since there are candidate RSs for the MS, an additional index is used to denote different candidate RSs.
Inside an area, the number of candidate RSs is then determined by the distribution (7).
Figure 4 Outage Probability of full CSI relay selection with different number of candidate RSs'.
From this we conclude that by providing a suitable amount of candidate RSs, there almost always exist RSs which may provide a large relaying gain.
Thus, all links admit independent channel conditions given the position of the transmitting MS. In addition, since we assume the same spatial distribution of all candidate RSs, the relaying path provided by different candidate RSs admits i.i.d.i.d
Finally, for the multiple candidate technique is given by (12).
The results show that the relay selection gain can be significant given a suitable amount of candidate RSs.
The PDF of the number of candidate RSs for the MS is expressed by the Poisson distribution (7).
Taking the limit of single candidate target, we consider multiple candidate targets.
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