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For more info about the alorithm Page 9 of this "Energy Consumption Minimization for Near-Far Server Cooperation in NOMA-Assisted Mobile Edge Computing System" paper
1: Initialize a group of feasible values {d(0), p(0), t(0), T, D},
tolerant thresholds
"1, "2;
2: Solve problem (P1.a) to obtain the optimal fn∗, Eloc ∗ , tloc ∗
3: Initialize outer iterative index j D 1;
4: Repeat
5: Initialize inner iterative index m D 1, Taylor expansion
point
pm 1 ;
STEP 1: Repeat 1
With fixed task partition d(j) and time assignment
t(j), solve problem (P2.a) to obtain the optimal power
allocation
p(m), p∗ 2(m), p∗ 3(m);
6:
7: ∗ 18: pm 1 C1 D p∗ 1(m);
9: Set m D m C 1;
10: End Repeat 1 until jpm 1 C1 - pm 1 j ≤ "2;
11:
12: p(jC1) D p∗(m);
STEP 2: With fixed power allocation p(jC1),
solve problem (P2.c) to obtain the optimal task
partition
d(jC1), time assignment t(jC1);
Set
j D j C 1;
13: 14: End Repeat until jE(jC1) - E(j)j ≤ "1;
15: Output the optimal solution d∗, t∗, p∗, fn∗
1 comentario
Walter Roberson
el 30 de Jul. de 2022
What do you have so far? What are your particular questions?
We are not likely to write the code for you, but if you have particular questions we will assist you with those.
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