2019 IEEE Global Communications Conference (GLOBECOM) 2019
DOI: 10.1109/globecom38437.2019.9013235
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An Efficient Service Function Chain Placement Algorithm in a MEC-NFV Environment

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Cited by 25 publications
(13 citation statements)
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“…Following our Platform components dimension, we distinguish the cloud-edge and the multi-edge scenarios depending on the placement options. The authors of [58], [61], [62], [65]- [67], [73], [76], [125], [126], [128], [162]- [164], [167], [175], [179] consider the cloud-edge scenario where the service components can be run either in the available edge domains or in the central cloud. Other research papers [83], [88], [89], [91], [92], [96], [97], [134], [138] investigate the multi-edge option where the central cloud cannot be used as a runtime environment.…”
Section: Multiple Components With Connectionmentioning
confidence: 99%
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“…Following our Platform components dimension, we distinguish the cloud-edge and the multi-edge scenarios depending on the placement options. The authors of [58], [61], [62], [65]- [67], [73], [76], [125], [126], [128], [162]- [164], [167], [175], [179] consider the cloud-edge scenario where the service components can be run either in the available edge domains or in the central cloud. Other research papers [83], [88], [89], [91], [92], [96], [97], [134], [138] investigate the multi-edge option where the central cloud cannot be used as a runtime environment.…”
Section: Multiple Components With Connectionmentioning
confidence: 99%
“…In some papers, these entities are VMs, containers, or for example, pods in the realm of Kubernetes [6]. Nevertheless, the models are the abstract translations of the actual entities into, most often, combinatorial problems, in which the placement decision is to be made on possibly multiple layers of our architecture Convex optimization [80] Interior-point method [142] Alternating direction method of multipliers Assignment method [126], [128] Hungarian method ILP Solver [58], [63], [120], [175] Linear programming [88], [176], [178] LP with fractal solution rounding…”
Section: A Problem Formulationmentioning
confidence: 99%
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“…The proposed method here reduces the complexity and convergence times that essentially depend only on the physical graph sizes. Finally, the work in [13] formulates the physical network and SFC request as two weighted graphs and formulates the SFC placement problem in the NFV environment consisting of graph matching and VNF mapping. Then authors propose an LP-based approach and a Hungarian based algorithm to solve the graph matching and SFC mapping problem.…”
Section: Background Survey a Survey Of Sfc Provisioning Schemes In Cloud Architecturesmentioning
confidence: 99%
“…The computational complexity of the different SFC provisioning schemes in cloud and fog computing architectures are classified into the following. First, graph-based heuristics such as the work in [11]- [13] and [18] implement graph centrality, graph-clustering and multi-stage graphs to find the best path for request r in the SFC placement. Generally, the proposed methods here reduce the complexity and convergence times, since the computational complexity here essentially depends only on the physical graph sizes.…”
Section: E Computational Complexitymentioning
confidence: 99%