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The data transmission is subject to regulated maximum transmitting power constraint, (P^{(n)}_{text {Max}}).
Therefore, the base stations of each operator work under maximum transmitting power constraint while satisfying its own users' service requirements.
At the optimality, each subcarrier can be allocated either with no power ((x_{k}^=0)), with maximum transmitting power ((x_{k}^=d_{k})), or with power between these two extreme cases ((0
In [24], the author proposed two centralized optimal algorithms for creating connected and bi-connected static networks with the objective of minimizing the maximum transmitting power for each node.
Let us consider the resource allocation for operator n, for which (||mathcal {S}_{n}||=L_{n}), and K 1 users out of K n users belong to NDC service requirements while K n −K 1 users require DC services under the maximum transmitting power constraint (P^{(n)}_{text {Max}}).
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The maximum transmit power satisfies (10).
The maximum transmit power is set to be 43 dBm.
where is maximum transmit power of AP and for all.
Let the maximum transmit power be p max.
Fig. 7 QoEW versus the maximum transmit power budget.
Each BS is constrained to a maximum transmit power, Pmax.
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