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On the other hand, for a fixed value of the peak interference power, Qpk, the more PUs operate actively in the primary network, the more constraints are put on the transmission power of an SU-Tx resulting in an increased outage probability (see also (3) and (22)).
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This approximation, however, increases outage probability in the physical layer.
Therefore, we have the result that the increasing power factor yields the increasing outage probability.
This is because the increasement of the value of Eh1/Eh3 means the worse of the R-D link, resulting in an increasing outage probability over the R-D link.
When the secrecy rate threshold increases, outage probability of HCJ and TRS schemes would get close since the secrecy rate of two schemes is far less than the threshold rate.
Also, it is observed that increase in eavesdropper channel quality increases the outage probability of the system.
Also, increase in eavesdropper channel quality increases the outage probability of the system for all three scenarios.
For fixed ρ, increasing θ o reduces (sigma _{epsilon }^{2}(rho,theta _{o})) but will increase the outage probability and hence the AMMSE.
As expected, increasing N 1=N 2 or, equivalently, decreasing the quality of the selected source and destination increases the outage probability and degrades the system performance.
As shown in the figure, the outage capacity can be improved by increasing the outage probability.
Moreover, when the power of SUs is increasing, the outage probability of SUs are approaching to stable.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com