Randomized approximation scheme for resource allocation in hybrid-cloud environment

被引:0
|
作者
MohammadReza HoseinyFarahabady
Young Choon Lee
Albert Y. Zomaya
机构
[1] The University of Sydney,Centre for Distributed and High Performance Computing, School of Information Technologies
[2] National ICT Australia (NICTA),undefined
[3] Australian Tech. Park,undefined
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关键词
Cloud resource allocation; Randomized approximation scheme; Monte Carlo sampling; Bag-of-Tasks applications ; Divisible load theory (DLT); Optimality criterion;
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摘要
Using the virtually unlimited resource capacity of public cloud, dynamic scaling out of large-scale applications is facilitated. A critical question arises practically here is how to run such applications effectively in terms of both cost and performance. In this paper, we explore how resources in the hybrid-cloud environment should be used to run Bag-of-Tasks applications. Having introduced a simple yet effective objective function, our algorithm helps the user to make a better decision for realization of his/her goal. Then, we cope with the problem in two different cases of “known” and “unknown” running time of available tasks. A solution to approximate the optimal value of user’s objective function will be provided for each case. Specifically, a fully polynomial-time randomized approximation scheme based on a Monte Carlo sampling method will be presented in case of unknown running time. The experimental results confirm that our algorithm approximates the optimal solution with a little scheduling overhead.
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页码:576 / 592
页数:16
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