Your English writing platform
Free sign upSuggestions(5)
Exact(12)
It is observed that the maximum sum throughput is achieved at point x 11=1 11=1
Figure 1 Maximum sum throughput versus maximum total power under I th = −20 dBW. Figure 2 Maximum sum throughput versus maximum allowed interference under P th = 0 dBW. Figure 3 Maximum sum throughput versus bandwidth W under P th = 0 dBW and I th = −20 dBW.
In Figure2, maximum sum throughput versus maximum allowed interference Ithis presented for AF and DF relaying protocols under maximum total power Pth = 0 dBW.
Furthermore, from Figures1 and2, it can be seen that when Pth(Ith) reaches a specific value, the maximum sum throughput becomes flat.
In Figure1, maximum sum throughput versus maximum total power Pth is presented for AF and DF relaying protocols under maximum allowed interference Ith = −20 dBW.
In Figure3, maximum sum throughput versus bandwidth W is presented for AF and DF relaying protocols under Pth = 0 dBW and Ith = −20 dBW.
Similar(48)
Thus, the maximum instantaneous sum throughput of the g th precoding matrix N g is estimated as T ~ ( N g ) = ∑ m = 1 N − 1 log 1 + γ g, m ∗. (20).
When each S-Tx uses the maximum transmit power, the sum throughput is highest, but the strong interference on the PU limits the transmit power.
As discussed in Section 1, among the possible objectives of scheduling, we focus on the maximization of the weighted average network throughput, which accommodates various performance objectives, including maximum sum rate, proportionally fair allocation[20], and min max criteria[12].
Further research in [9] presents a distributed uplink power allocation technique based on a maximum sum rate optimisation, yielding superior results in terms of average system throughput, however ignoring the tradeoff between cell-edge performance and overall spectral efficiency.
However, the maximum sum capacity is usually achieved via unfair resource allocation that ignores the throughput from users with poor channel conditions.
More suggestions(3)
Write better and faster with AI suggestions while staying true to your unique style.
Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.
Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com