循环静态数据流阶段调度优化缓冲区大小最小化

M-SCOPES Pub Date : 2013-06-19 DOI:10.1145/2463596.2463602
M. Benazouz, Alix Munier Kordon
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引用次数: 11

摘要

循环静态数据流(CSDF)是一种功能强大的DSP应用规范模型。然而,与任何异步模型一样,不同通信任务(进程)的同步是通过缓冲区进行的,缓冲区必须调整大小,以满足时间约束。在本文中,我们想要确定缓冲区大小,以满足吞吐量约束。这个问题已被证明具有指数复杂度。解决此问题的精确技术过于耗费时间和/或空间,因为需要自定时计划来评估最大吞吐量。因此,使用周期调度。每个CSDF参与者都与满足吞吐量约束的周期相关联,并且在多项式时间内推导出足够的缓冲区大小。然而,在一个周期内,可以以不同的方式安排参与者阶段,这会影响对足够缓冲区大小的评估。本文提出了一个最小-最大线性规划,该规划导出了一个优化的周期阶段调度,每个CSDF参与者以最小化缓冲区大小。通过不同的应用表明,该最小-最大线性程序允许在多项式时间内运行时获得接近最优值。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Cyclo-static DataFlow phases scheduling optimization for buffer sizes minimization
Cyclo-Static DataFlow (CSDF) is a powerful model for the specification of DSP applications. However, as in any asynchronous model, the synchronization of the different communicating tasks (processes) is made through buffers that have to be sized such that timing constraints are met. In this paper, we want to determine buffer sizes such that the throughput constraint is satisfied. This problem has been proved to be of exponential complexity. Exact techniques to solve this problem are too time and/or space consuming because of the self-timed schedule needed to evaluate the maximum throughput. Therefore, a periodic schedule is used. Each CSDF actor is associated with a period that satisfies the throughput constraint and sufficient buffer sizes are derived in polynomial time. However, within a period, an actor phases can be scheduled in different manners which impacts the evaluation of sufficient buffer sizes. This paper presents a Min-Max Linear Program that derives an optimized periodic phases scheduling per CSDF actor in order to minimize buffer sizes. It is shown through different applications that this Min-Max Linear Program allows to obtain close to optimal values while running in polynomial time.
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