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This is to meet the constraint in terms of the maximum average outage probability per user.
This is to meet the constraint on the maximum average outage probability per user.
A joint optimization problem is formulated and solved to find the pairing which maximizes the network capacity and minimizes the transmission power, while meeting certain network performance constraint, such as in terms of the minimum average capacity per user or maximum average outage probability per user.
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Finally, we also demonstrate that the maximum average SLR or minimum outage probability transmit beamformer also helps to significantly improve the user SINR when the user employs linear operation such as matched filtering.
Hence, it is clear from (32) that the minimum outage probability and maximum average SLR transmit beamformer require only the knowledge of correlation matrices and average channel power gains.
Outage probability is defined as Pout = P r{I < R} where I is the maximum average mutual information between source and destination and R is the spectral efficiency.
where Φ o (P) is the average outage probability per user, which is a monotonically decreasing function of the transmission power per user, P, and Φo,th is the maximum acceptable average outage probability per user.
The average outage throughput is thus given by (8).
Figure 9 Average outage probability for different allocation schemes.
Figure 5 Average outage probability of cognitive destinations with different required transmission SINR.
Figure 10 Average outage probability of cognitive destinations with different interference thresholds.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com