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Task Replication for Deadline-Constrained Vehicular Cloud Computing: Optimal Policy, Performance Analysis and Implications on Road Traffic

机译:限期约束的车载云计算的任务复制:   最优政策,绩效分析及对道路交通的启示

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摘要

In vehicular cloud computing (VCC) systems, the computational resources ofmoving vehicles are exploited and managed by infrastructures, e.g., roadsideunits, to provide computational services. The offloading of computational tasksand collection of results rely on successful transmissions between vehicles andinfrastructures during encounters. In this paper, we investigate how to providetimely computational services in VCC systems. In particular, we seek tominimize the deadline violation probability given a set of tasks to be executedin vehicular clouds. Due to the uncertainty of vehicle movements, the taskreplication methodology is leveraged which allows one task to be executed byseveral vehicles, and thus trading computational resources for delay reduction.The optimal task replication policy is of key interest. We first formulate theproblem as a finite-horizon sampled-time Markov decision problem and obtain theoptimal policy by value iterations. To conquer the complexity issue, we proposethe balanced-task-assignment (BETA) policy which is proved optimal and has aclear structure: it always assigns the task with the minimum number ofreplicas. Moreover, a tight closed-form performance upper bound for the BETApolicy is derived, which indicates that the deadline violation probabilityfollows the Rayleigh distribution approximately. Applying the vehiclespeed-density relationship in the traffic flow theory, we find that vehiclemobility benefits VCC systems more compared with road traffic systems, byshowing that the optimum vehicle speed to minimize the deadline violationprobability is larger than the critical vehicle speed in traffic theory whichmaximizes traffic flow efficiency.
机译:在车辆云计算(VCC)系统中,移动车辆的计算资源由基础设施(例如路边单元)开发和管理,以提供计算服务。计算任务的分流和结果的收集取决于车辆和基础设施之间在遭遇期间的成功传输。在本文中,我们研究了如何在VCC系统中提供及时的计算服务。特别是,在给定一组要在车辆云中执行的任务的情况下,我们力求最小化最后期限违规概率。由于车辆运动的不确定性,因此采用了任务复制方法,该方法允许多个车辆执行一项任务,从而交换计算资源以减少延迟。最优任务复制策略是关键问题。我们首先将该问题表述为有限水平的采样时间马尔可夫决策问题,然后通过值迭代获得最优策略。为了解决复杂性问题,我们提出了平衡任务分配(BETA)策略,该策略被证明是最优的并且具有清晰的结构:它始终以最小数量的副本分配任务。此外,得出了BETApolicy的紧密封闭形式的性能上限,这表明截止期限违反概率近似遵循瑞利分布。通过在交通流理论中应用车速-密度关系,我们发现,与道路交通系统相比,汽车交通对VCC系统的好处更大,这表明通过最小化最后期限违规概率的最佳车速大于交通理论中使交通量最大化的临界车速。效率。

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