成本效益高、基于实用程序的云端昂贵计算缓存

Benjamin Byholm, F. Jokhio, A. Ashraf, S. Lafond, J. Lilius, Ivan Porres
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引用次数: 3

摘要

我们提出了一个模型和系统,用于在云中使用冯·诺伊曼-摩根斯坦彩票来决定计算与存储的权衡。我们将决策模型应用于视频点播系统中,提供了低成本的视频转码和存储。视频转码是将视频从一种格式转换为另一种格式的昂贵计算过程。视频数据大到足以引起存储成本上升的担忧。在一般情况下,当处理生成大量结果的昂贵计算时,我们的工作是有意义的,这些结果可以缓存以供将来使用。解决决策问题需要解决两个子问题:存储缓存对象的时间多长,以及在此期间我们可以预期对特定对象有多少请求。我们使用离散事件模拟将所提出的方法与始终存储的方法和以前的方法进行了一年的比较。我们观察到,与始终存储相比,成本降低了72%,与之前的方法相比,成本降低了13%。这种成本上的减少是由于所建议的方法存储较少的不受欢迎的对象,尽管它认为这样做没有成本效益。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Cost-Efficient, Utility-Based Caching of Expensive Computations in the Cloud
We present a model and system for deciding on computing versus storage trade-offs in the Cloud using von Neumann-Morgenstern lotteries. We use the decision model in a video-on-demand system providing cost-efficient transcoding and storage of videos. Video transcoding is an expensive computational process that converts a video from one format to another. Video data are large enough to cause concern over rising storage costs. In the general case, our work is of interest when dealing with expensive computations that generate large results that can be cached for future use. Solving the decision problem entails solving two sub-problems: how long to store cached objects and how many requests we can expect for a particular object in that duration. We compare the proposed approach to always storing and to our previous approach over one year using discrete-event simulations. We observe a 72% cost reduction compared to always storing and a 13% reduction compared to our previous approach. This reduction in cost stems from the proposed approach storing fewer unpopular objects when it does not regard it as cost-efficient to do so.
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