NDTAEP:利用增强集成模式分析设计一种新的截止日期感知任务调度模型

A. D. Gaikwad, K. R. Singh, S. D. Kamble, Vikas Chouhan
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引用次数: 0

摘要

多年来,研究人员提出了各种各样的调度模型,每种模型在截止日期命中率、调度努力、任务映射效率等方面表现各异。然而,这些模型是高度上下文敏感的,由于其内部映射特征,不能扩展到异构任务类型。为了提高任务的可扩展性,本工作提出了一种新的截止日期感知任务调度模型的设计,该模型使用增强集成模式分析进行任务聚类。模式分析模块使用K-means、分层和模糊C均值(FCM)聚类的组合,根据任务的完成和截止日期参数有效地分离任务。这些任务被分配给修改后的具有截止日期意识的League Championship Algorithm (LCA)优化器,该优化器帮助将集群任务与工作线程进行映射。修改后的LCA模型使用任务优先级、任务截止日期和工作人员能力的组合来进行调度。该模型将需要较高执行努力的任务映射到性能中等的工作节点,而将截止日期较近的任务分配给性能较高的工作节点。由于使用了集成增强模式分析器和改进的LCA优化器,与各种最先进的调度方法相比,所提出的模型可将执行速度提高8%,最后期限命中率提高1.5%,调度效率提高6.5%。结果表明,该模型的最后期限命中率为99.95%,计算效率为96.26%,平均任务调度延迟小于0.1 ms,可用于各种任务调度应用场景。
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NDTAEP: Design of a novel deadline-aware task scheduling model using augmented ensemble pattern analysis
A wide variety of scheduling models have been proposed by researchers over the years, and each of them has varying performance in terms of deadline hit ratio, scheduling effort, efficiency of task mapping, etc. However, these models are highly context-sensitive and cannot be scaled to heterogeneous task types due to their internal mapping characteristics. To improve task scalability, this work proposes a design of a novel deadline-aware task scheduling model that uses augmented ensemble pattern analysis for task clustering. The pattern analysis module uses a combination of K-means, hierarchical, and Fuzzy C Means (FCM) clustering to effectively segregate tasks depending on their completion and deadline parameters. These tasks are given to a modified deadline-aware League Championship Algorithm (LCA) optimizer, which assists in mapping the clustered tasks with worker threads. The modified LCA model uses a combination of task priority, task deadline, and worker capacity for scheduling. The model maps tasks that require higher execution effort with moderately performing worker nodes, while tasks with nearer deadlines are allotted to higher-performance workers. Due to the use of an ensemble augmented pattern analyzer with a modified LCA optimizer, the proposed model can improve execution speed by 8%, deadline hit ratio by 1.5%, and scheduling efficiency by 6.5% when compared with various state-of-the-art scheduling approaches. The proposed model was evaluated and showcased a deadline hit ratio of 99.95%, computational efficiency of 96.26%, and average task-scheduling delay of less than 0.1 ms, which makes it highly useful for a wide variety of task scheduling application scenarios.
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