2022
DOI: 10.1109/tsc.2019.2937777
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Two-Tier Matching Game in Small Cell Networks for Mobile Edge Computing

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Cited by 26 publications
(13 citation statements)
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“…The baseline scheme referred to in Fig. 12, is used in several previous works [16]- [19], [21]- [24], [36] and consists in allocating resources at each time slot where a request is received. However, adopting such policy may make the EN reallocate resources continuously at each node to satisfy the requests, which may have a direct impact on the latency.…”
Section: Simulation Resultsmentioning
confidence: 99%
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“…The baseline scheme referred to in Fig. 12, is used in several previous works [16]- [19], [21]- [24], [36] and consists in allocating resources at each time slot where a request is received. However, adopting such policy may make the EN reallocate resources continuously at each node to satisfy the requests, which may have a direct impact on the latency.…”
Section: Simulation Resultsmentioning
confidence: 99%
“…The frequency of checking ED resources (through resource representation model) depends essentially on the frequency of reallocating the resources. More precisely, the resource's status is checked every time the resource allocation is needed instead of being checked at each given time slot as in [16]- [19], [21]- [24]. We could solve this problem either statically or dynamically.…”
Section: B Proposed Solutionmentioning
confidence: 99%
“…In [26], the joint optimization of MD association and computation offloading was performed to achieve a goal of energy consumption minimization for a mobile edge computing system with multiple tasks. In [27], a two-tier matching algorithm was developed to solve a problem of computing resource management and trading for small-cell networks. In [28], the joint optimization of uploading power of MDs, MD association and UAV (unmanned aerial vehicle) trajectory was performed to maximize the sum bit offloaded from MDs to UAVs.…”
Section: A Related Workmentioning
confidence: 99%
“…where θ takes a small enough value (e.g., 1e ´8) to avoid "0/0". By combining (31) and (32), we can achieve α nk " θ if x nk " 0, and have (26) if x nk " 1; under (33) and (34), we can attain β nki " θ if c ki y nk " 0, and have (27) if c ki y nk " 1; under (35) and (36), we can obtain γ nk " θ if x nk " 0, and have (28) if x nk " 1; according to (37) and (38), we can easily get η nki " θ if c ki p1 ´bni q y nk " 0, and have ( 29) if c ki p1 ´bni q y nk " 1. ❑ Now, the whole procedure used for solving the problem P3 can be found in Algorithm 4.…”
Section: Solving the Resource Allocation Subproblemmentioning
confidence: 99%
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