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The structurally-adequate functional analysis of the capacity connects the pathological behavior to the hypothesized functional deficit.
In the analysis of the capacity of the atmospheric FSO channel, several works can be cited [13 22].
In this article, we have presented a statistical analysis of the capacity of N*Nakagami-m channels.
Having described the two computation models, we now provide an analysis of the capacity achievable with these models to the model implemented in ns-2.
In [15], the authors offer an asymptotic analysis of the capacity of hybrid networks under a fixed interference range and k-nearest-cell routing strategy in the absence of lognormal fading.
For completeness, in this appendix, we briefly describe the two computational models that we considered and provide an analysis of the capacity achievable with these models to the model implemented in ns-2.
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The work of asymptotic analysis on the capacity of WMNs has been initiated in [20] where asymptotic throughput results are obtained by assuming that the size of the network goes to infinity.
Another, more widely-accepted approach treats functional claims in biology as part of the analysis of the capacities of a complex system into various component capacities.
The PDF of the channel capacity is helpful to study the mean channel capacity (or the ergodic capacity) [26], while the CDF of the channel capacity is useful for the derivation and analysis of the outage capacity [26].
Thus, in the following, we use the capacity upper bound for our capacity gap analysis instead of the capacity itself.
Recent work provided specific analysis of the secrecy capacity of wireless fading channels [12 17].
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