异构系统中任务图的预算和截止日期感知调度算法

Hamza Djigal, Linfeng Liu, Jian Luo, Jia Xu
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引用次数: 2

摘要

任务图被广泛用于表示数据密集型应用程序。为了在异构系统上有效地执行这些应用程序,必须在系统的处理器上正确地调度每个任务。任务调度问题的np完备性促使研究者提出了各种启发式方法。由于终端用户对服务质量的要求不同,QoS感知调度成为异构系统中一个活跃的研究领域。一般来说,时间和成本是用户最关心的问题。然而,要找到一个可行的调度计划,使用户应用程序的总执行时间(makespan)最小化,同时满足预算和截止日期的限制,这是一个挑战。本文提出了一种新的启发式算法BUDA (budget - deadline - aware - scheduling),用于解决异构系统在预算和截止日期约束下的任务图调度问题。BUDA算法的新颖性是基于异构时间成本矩阵(HTCM),该矩阵用于对任务进行优先级排序和处理器选择。此外,我们引入了一个新的异构时间成本权衡因子(HTCT),它试图在所有处理器之间调整当前任务的时间和成本。基于随机生成图和实际应用图的实验表明,BUDA算法在makespan、时间效率和成功率方面优于最先进的算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
BUDA: Budget and Deadline Aware Scheduling Algorithm for Task Graphs in Heterogeneous Systems
Task graphs are widely used to represent data-intensive applications. To efficiently execute these applications on heterogeneous systems, each task must be properly scheduled on the processors of the system. The NP-completeness of the task scheduling problem has motivated researchers to propose various heuristic methods. Recently, Quality of Service (QoS) aware scheduling is becoming an active research area in heterogeneous systems because the end-user has different QoS requirements. Generally, time and cost are the most relevant user concerns. However, it is challenging to find a feasible scheduling plan which minimizes the total execution time of the user’s application (makespan) while satisfying both budget and deadline constraints. In this paper, we present a novel heuristic algorithm called Budget-Deadline-Aware-Scheduling (BUDA) that addresses task graphs scheduling under budget and deadline constraints in heterogeneous systems. The novelty of the BUDA algorithm is based on a Heterogeneous Time-Cost Matrix (HTCM) that is used to prioritize tasks and for processor selection. In addition, we introduce a new Heterogeneous Time-Cost Trade-off factor (HTCT) that tries to adjust the time and cost for the current task among all processors. The experiments based on randomly generated graphs and real-world applications graphs show that the BUDA algorithm outperforms the state-of-the-art algorithms in terms of makespan, time efficiency, and success rate.
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