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The operation of Algorithm 1 is based on the search of consecutive available RBs.
Thus, we have T OPT f = T OPT for a given G and any flow assignment through G. Essentially, the operation of Algorithm 2 is equivalent to running Algorithm 1 on the extended conflict graph, F G ′.
There are Figureree codes, to.
Thes leads the numbusyof reassignments to be low for real-time calls.
We now use Figure 4 as an example to illustrate the operation of Algorithm 2. We only consider the broadcast structure of the hexagon with color 5. Recall that nodes in the same hexagon produce the same broadcast structure T b.
We now illustrate the operation of Algorithm 3 using Figure 4. Consider the hexagon with color 8. Assume receptors v 6, v 11, and v 12 have the same active time slot of t, and their corresponding providers, v 1, v 13, and v 14, have received a broadcast message m, which it has yet to send to v 6, v 11, and v 12. Hence, as per Algorithm 3, we get S r (t)={v 6,v 11,v 12} and S p (t)={v 1,v 13,v 14}.
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The operation of the algorithm in optimal K mode thus makes the algorithm fully contained.
They solved this problem by means of multi-objective scatter search (MOSS) algorithm to obtain the Pareto frontier and the operation of this algorithm compare with the elite tabu search.
The proposed methodology is validated on two simulated case studies: (i) a small-scale network with 7 fluxes, to illustrate the operation of the algorithm, and (ii) a medium-scale network with 68 fluxes, to show the algorithm's capabilities for a realistic network.
The simulation experiments demonstrate the operation of the algorithm.
Several examples are given to demonstrate the operation of the algorithm.
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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