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These two steps are repeated until the constraint defined by F is satisfied.
The above procedure continues until the constraint in (41) is satisfied.
Due to the iterative nature of the WPA [9], the above optimization problem can be solved by using a simple iterative algorithm that continuously increases (with a constant step) until the constraint in (7) is satisfied.
In situations where all possible households are to be covered, it is advisable to run the models with variations of p until the constraint (mathop sum nolimits_{j} Y_{ij} = 1) holds.
If it does, the optimal solution of problem ((mathcal {SP}1)) is also the optimal solution of the original problem; otherwise, all the transmit power decreases by a step γ until the constraint C3 is satisfied.
Specifically, for rate transmission targets W j,j∈J, find the maximum W j and the corresponding j, and select the first best channel, the second best one, etc. from current unassigned subcarrier set (mathcal {S}_{0}) which is initialized to in turn until the constraint ({sum nolimits }_{lin mathcal {S}}delta ^{l}_{G+j}tilde {C}^{l}_{text {sp},j}geq W_{j}) is satisfied.
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The plan will be solved by continually increasing K until the constraints are satisfied.
Next, based on the results of the checking calculation, the fin and heat exchanger structure parameters should be adjusted until the constraints including thermal effectiveness, length deviation and pressure drops have been satisfied.
The FDR control procedure starts with i = m, and continues to compare P i) with α(i/m) until P i) satisfy the constraint P i
The process is iteratively repeated until all the constraints are satisfied.
You can't experience financial freedom until you operate under the constraint of a budget.
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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