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It's Hard to Share: Joint Service Placement and Request Scheduling in Edge Clouds with Sharable and Non-Sharable Resources

机译:它很难分享:联合服务展示位置和在边缘云中的请求调度,具有可共享和不可共享的资源

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Mobile edge computing is an emerging technology to offer resource-intensive yet delay-sensitive applications from the edge of mobile networks, where a major challenge is to allocate limited edge resources to competing demands. While prior works often make a simplifying assumption that resources assigned to different users are non-sharable, this assumption does not hold for storage resources, where users interested in services (e.g., data analytics) based on the same set of data/code can share storage resource. Meanwhile, serving each user request also consumes non-sharable resources (e.g., CPU cycles, bandwidth). We study the optimal provisioning of edge services with non-trivial demands of both sharable (storage) and non-sharable (communication, computation) resources via joint service placement and request scheduling. In the homogeneous case, we show that while the problem is polynomial-time solvable without storage constraints, it is NP-hard even if each edge cloud has unlimited communication or computation resources. We further show that the hardness is caused by the service placement subproblem, while the request scheduling subproblem is polynomial-time solvable via maximum-flow algorithms. In the general case, both subproblems are NP-hard. We develop a constant-factor approximation algorithm for the homogeneous case and efficient heuristics for the general case. Our trace-driven simulations show that the proposed algorithms, especially the approximation algorithm, can achieve near-optimal performance, serving 2-3 times more requests than a baseline solution that optimizes service placement and request scheduling separately.
机译:移动边缘计算是一种从移动网络边缘提供资源密集型但延迟敏感的应用的新兴技术,其中重大挑战是将有限的边缘资源分配给竞争需求。虽然先前的作品通常会简化假设,但是分配给不同用户的资源是不可共志的,但这假设不适用于基于同一组数据/代码的服务(例如,数据分析)感兴趣的存储资源存储资源。同时,为每个用户请求服务也消耗不可共享的资源(例如,CPU周期,带宽)。我们通过联合服务展示位置和请求调度,研究具有共享(存储)和不可共享(通信,计算)资源的非琐碎需求的优化配置。在同质化的情况下,我们表明,虽然问题是多项式停用而没有存储约束,即使每个边云都具有无限的通信或计算资源,它也是NP-solly。我们进一步表明,硬度是由服务放置子问题引起的,而请求调度子问题是通过最大流量算法的多项式可解析。在一般情况下,两个子问题都是NP-HARD。我们开发了一种恒因子近似算法,用于常规案例和常规案例的高效启发式。我们的追踪模拟表明,所提出的算法,尤其是近似算法,可以实现近最佳性能,服务器比基线解决方案提供2-3倍的请求,以便单独优化服务放置和请求调度。

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