Abstract

Mobile edge computing (MEC) is an emerging technology that aims at pushing applications and content close to the users (e.g., at base stations, access points, and aggregation networks) to reduce latency, improve quality of experience, and ensure highly efficient network operation and service delivery. It principally relies on virtualization-enabled MEC servers with limited capacity at the edge of the network. One key issue is to dimension such systems in terms of server size, server number, and server operation area to meet MEC goals. In this paper, we formulate this problem as a mixed integer linear program. We then propose a graph-based algorithm that, taking into account a maximum MEC server capacity, provides a partition of MEC clusters, which consolidates as many communications as possible at the edge. We use a dataset of mobile communications to extensively evaluate them with real world spatio-temporal human dynamics. In addition to quantifying macroscopic MEC benefits, the evaluation shows that our algorithm provides MEC area partitions that largely offload the core, thus pushing the load at the edge (e.g., with 10 small MEC servers between 55% and 64% of the traffic stay at the edge), and that are well balanced through time.

Highlights

  • M OBILE Edge Computing (MEC - know as Multiaccess Edge Computing [1], and similar to fog computing [2]) has emerged as a key enabling technology for realizing the IoT and 5G visions

  • Mobile Edge Computing (MEC) cluster the area, and by extension the base stations and In this paper, we formally describe the MEC geo-clustering problem and provides a Mixed Integer Linear Programming (MILP) formulation

  • We present challenges and related work that are linked with the problem of MEC resources dimensioning

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Summary

INTRODUCTION

M OBILE Edge Computing (MEC - know as Multiaccess Edge Computing [1], and similar to fog computing [2]) has emerged as a key enabling technology for realizing the IoT and 5G visions. MEC the load of the potential MEC servers It was performs application and network offloading from the shown by Tastevin et al [9] that mobile communications in an core data center on to the edge [5], [6]. MEC cluster the area, and by extension the base stations and In this paper, we formally describe the MEC geo-clustering problem and provides a Mixed Integer Linear Programming (MILP) formulation. 4) We evaluate our proposal and show that, despite the spatialtemporal dynamics of the traffic, our algorithm provides well-balanced MEC areas that are close to optimal on small problem instances (Sec. V-B) and serve a large part of the communications on real-world problem instances (Sec. V-C and Sec. V-D). We evaluate both the MILP and the algorithm through extensive and detailed simulations

RELATED WORK
Problem formulation
GRAPH-BASED GEO-CLUSTERING ALGORITHM
EVALUATION AND ANALYSIS
Dataset
MEC resources partitioning: comparing our algorithm with the MILP
MEC resources partitioning: large instances
Through time
CONCLUSION AND PERSPECTIVES
Full Text
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