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This is a restrictive class in which at most one user has any effect on the chosen epsilon.
∀n, pk,n,t> 0 for at most one user k}.
Constraint C1 shows that one resource block can only be assigned to at most one user.
Inequality (13) ensures that any given subcarrier can be allocated to at most one user.
For each group, the BS selects at most one user with the highest CQI among | S g, m | users.
It is assumed that each subcarrier can be used for transmission to at most one user at any given time.
Similar(49)
In this section, we assume that there is at most one malicious user.
In this mechanism, in each iteration at most one extra user is added from each relay cell.
In multicarrier based networks with Multiuser, assuming each free subcarrier can be used for transmission to at most one secondary user at any time, then our optimal problem in (3) is an integer programming problem, which has a high computational complexity.
As for (3), we note that since users within the same cell (q in {mathcal {Q}}) transmit according to the OFDMA scheme, then for a given subcarrier (n in {mathcal {N}}), p k,n >0 at most for one user (k in {mathcal {K}}) such that ϕ k)=q, whereas p i,n =0 for all the other users (i in {mathcal {K}}) such that ϕ(i =q.
But most showed their sympathy, with one user writing: "Anyway, you were already the champion when you made it to the field".
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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