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Therefore, (C_{L} ({boldsymbol {bar rho }})) is the minimum achievable rate.
Our objective is to maximize the minimum achievable rate for all user pairs under the transmit power constraints.
Fig. 8 Minimum achievable rate comparison of SCA, IWF, and ZFB with a BS-to-BS separation of d=5 km.
Figure 6 compares the minimum achievable rate of SCA, IWF, and ZFB with a BS-to-BS separation distance d=40 km.
In addition, (C_{L} ({boldsymbol {bar rho }})) is the minimum achievable rate, which can be proved by the similar math skill as follows.
Fig. 6 Minimum achievable rate comparison of SCA, IWF, and ZFB with a BS-to-BS separation of d=40 km. Figure 7 compares the minimum achievable rate of SCA, IWF, and ZFB with a BS-to-BS separation distance d=20 km.
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Next, we investigate the relationship between the minimum achievable rates per-UT and the coverage radius, r.
The minimum achievable rates refer to the minimum rate between per-UT rate targets when the per-antenna powers are close to be fully utilized.
By comparing the maximum and minimum achievable rates, we notice that the performance of EC codes varies significantly for different rank distributions, especially when (bar t/m) is relatively small.
In this scenario, the performance of both SCA and IWF is limited by the severity of the MUI and the minimum achievable rates are 48 and 20 Mbit/s, respectively.
In max min fairness, the minimum achievable data rate is maximized.
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