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Figure 7 Minimum average transmission power for m-LPA.
The minimum average transmission power of m-LPA is given by the following recursive formula.
Figure 8 Minimum average transmission power per user versus the number of pairing users.
As shown in Figure 8, the minimum average transmission power is a monotonically decreasing function of m.
Table 2 presents the optimal configuration and the minimum average transmission power for m-LPA, as m varies from two to five.
When m-LPA is used, the average transmission power can be minimized to P avg min m = m + 1 2 m P. (24). Figure 8 plots the minimum average transmission power versus the degree of MLPA (m).
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From Figures 2 5, we can see that the average transmission rate is greater than the minimum rate or equal to the constant rate.
The overhead of acquiring CSI is twice the minimum data rate and is approximately more than 20%% of the average transmission rate as specified by CDMA/HDR specification.
Energy allocation over source acquisition/compression and transmission for a single energy harvesting sensor was addressed which guarantees minimum average distortion while ensuring stability of the queue connecting source and channel encoders [6].
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.
Region Minimum Average.
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