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We assume that i is allowed to communicate with j on the odd-numbered subcarriers, and with k on the even-numbered subcarriers.
Only X v i is allowed to change, thus we need to introduce some constraints to describe the desired characteristics of the convex set X v i and the signal amplitude constraints to limit the PAPR to an acceptable level.
MG i is allowed to sell energy (E_{i,j}(E_{i,j}ge 0)) to MG j, (jne i), and can buy energy (E_{k,i}(E_{k,i}ge 0)) from MG k, (kne i).
where for simplicity, γ i is allowed to vary only across workers and output is defined as10 y_{ij}=left{begin{array}{lcl} beta_{j} s_{i} - k_{j} & text{if} & s_{i}leq min_{j} beta_{j} max_{j} - k_{j} & text{if} & s_{i} > max_{j} end{array}right.
Similar(56)
"I'm allowed.
Eventually, I was allowed inside.
I'm allowed to.
I was allowed in.
And I'm allowed to drive.
I am allowed to purchase guns.
I'm allowed to lightly exert.
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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