4.7 Article

Dependent tasks offloading based on particle swarm optimization algorithm in multi-access edge computing

Journal

APPLIED SOFT COMPUTING
Volume 112, Issue -, Pages -

Publisher

ELSEVIER
DOI: 10.1016/j.asoc.2021.107790

Keywords

Multi-access edge computing; Task offloading; Pareto optimal relationship; Dependency

Funding

  1. Key Research and Development Program of Shandong Province, China [2017GGX10142]

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The proliferation of emerging applications like augmented reality, face recognition, and autonomous driving has led to increased demand for low-latency services, while traditional cloud computing models increase end-to-end latency. Multi-access edge computing is seen as an effective solution, but most existing research focuses on offloading independent tasks rather than addressing the challenge of interdependent subtasks within a task. The proposed queue-based improved multi-objective particle swarm optimization aims to optimize offloading of multi-dependent tasks in multi-access edge computing, showing improved performance compared to other alternatives.
The proliferation of emerging applications such as augmented reality, face recognition, and autonomous driving have stimulated the growth of demand for low-latency services, while the traditional cloud computing paradigm inevitably increases end-to-end latency. Multi-access edge computing deploys computing and storage resources to user terminals, which is expected to become an effective solution. Most of the existing researches on multi-access edge computing focus on the offloading of independent tasks, which cannot meet the challenge of a real scenario in which a task is composed of multiple interdependent subtasks. To bridge the gap, we formulate the problem of offloading multi-dependent tasks in multi-access edge computing considering both task completion time and execution cost. Since this offloading problem is NP-hard, a queue-based improved multi-objective particle swarm optimization is proposed. During the optimization process, we introduce the Pareto optimal relationship and define a transition probability to obtain the optimal solution. A large number of simulation results show that compared with other alternatives, the performance of our algorithm can be improved by about 3%-25%. (C) 2021 Published by Elsevier B.V.

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