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λ probability of transmit power update.
And it can enhance the throughput of transmit link.
Therefore, the complexity of transmit filtering is 2LLα tx.
Fig. 6 Comparisons of transmit beampatterns with uniform weighting coefficients.
It is because of efficiency of transmit power consumption.
Figure 7 Average rate versus number of transmit antennas.
This process is very similar to that of transmit beamforming.
The resulting reduction of transmit power decreases the SNR.
Fig. 6 Required power versus number of transmit antennas.
The number of transmit streams: Intuitively, increasing the number of transmit streams results in the increase of the achievable rate.
Moreover, the proposed method works even if the number of total receive antennas is larger than that of transmit antennas.
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