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Security-aware scheduling model for computational grid

机译:计算网格的安全意识调度模型

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Grid applications with stringent security requirements introduce challenging concerns because the schedule devised by nonsecurity-aware scheduling algorithms may suffer in scheduling security constraints tasks. To make security-aware scheduling, estimation and quantification of security overhead is necessary. The proposed model quantifies security, in the form of security levels, on the basis of the negotiated cipher suite between task and the grid-node and incorporates it into existing heuristics MinMin and MaxMin to make it security-aware MinMin(SA) and MaxMin(SA). It also proposes SPMaxMin (Security Prioritized MinMin) and its comparison with three heuristics MinMin(SA), MaxMin(SA), and SPMinMin on heterogeneous grid/task environment. Extensive computer simulation results reveal that the performance of the various heuristics varies with the variation in computational and security heterogeneity. Its analysis over nine heterogeneous grid/task workload situations indicates that an algorithm that performs better for one workload degrades in another. It is conspicuous that for a particular workload one algorithm gives better makespan while another gives better response time. Finally, a security-aware scheduling model is proposed, which adapts itself to the dynamic nature of the grid and picks the best suited algorithm among the four analyzed heuristics on the basis of job characteristics, grid characteristics, and desired performance metric.
机译:具有严格安全性要求的网格应用程序提出了具有挑战性的问题,因为由不了解安全性的调度算法设计的调度可能会在调度安全性约束任务时受到影响。为了进行安全意识的调度,安全开销的估计和量化是必要的。提议的模型基于任务和网格节点之间协商的密码套件,以安全级别的形式量化安全性,并将其合并到现有的启发式MinMin和MaxMin中,使其成为具有安全意识的MinMin(SA)和MaxMin( SA)。它还提出了SPMaxMin(安全优先级MinMin)并将其与异构网格/任务环境中的三种启发式MinMin(SA),MaxMin(SA)和SPMinMin进行比较。大量的计算机仿真结果表明,各种启发式算法的性能随计算和安全异构性的变化而变化。对9种异构网格/任务工作负载情况的分析表明,对于一种工作负载而言性能更好的算法在另一种工作负载中性能会下降。显而易见的是,对于特定的工作负载,一种算法可以提供更好的制造期,而另一种算法可以提供更好的响应时间。最后,提出了一种安全意识调度模型,该模型可以适应网格的动态特性,并根据工作特征,网格特征和所需的性能指标从四种分析的启发式算法中选择最适合的算法。

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