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Power-efficient assignment of virtual machines to physical machines

机译:将虚拟机高效地分配给物理机

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Motivated by current trends in cloud computing, we study a version of the generalized assignment problem where a set of virtual processors has to be implemented by a set of identical processors. For literature consistency, we say that a set of virtual machines (VMs) is assigned to a set of physical machines (PMs). The optimization criterion is to minimize the power consumed by all the PMs. We term the problem Virtual Machine Assignment (VMA). Crucial differences with previous work include a variable number of PMs, that each VM must be assigned to exactly one PM (i.e., VMs cannot be implemented fractionally), and a minimum power consumption for each active PM. Such infrastructure may be strictly constrained in the number of PMs or in the PMs' capacity, depending on how costly (in terms of power consumption) it is to add a new PM to the system or to heavily load some of the existing PMs. Low usage or ample budget yields models where PM capacity and/or the number of PMs may be assumed unbounded for all practical purposes. We study four VMA problems depending on whether the capacity or the number of PMs is bounded or not. Specifically, we study hardness and online competitiveness for a variety of cases. To the best of our knowledge, this is the first comprehensive study of the VMA problem for this cost function.
机译:受云计算当前趋势的推动,我们研究了广义分配问题的一种版本,其中必须由一组相同的处理器来实现一组虚拟处理器。为了保持文献的一致性,我们说将一组虚拟机(VM)分配给一组物理机(PM)。优化标准是使所有PM消耗的功率最小。我们称这个问题为虚拟机分配(VMA)。与先前工作的关键差异包括可变数量的PM,必须将每个VM恰好分配给一个PM(即,不能部分实现VM)以及每个活动PM的最低功耗。此类基础架构可能在PM数量或PM容量方面受到严格限制,具体取决于在系统上添加新PM或重载某些现有PM的成本(就功耗而言)。使用率低或预算收益率高的模型,其中出于所有实际目的,可以假定PM容量和/或PM数量不受限制。我们根据PM的容量或数量是否有界来研究四个VMA问题。具体来说,我们研究各种情况下的硬度和在线竞争力。据我们所知,这是针对此成本函数的VMA问题的首次综合研究。

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