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An optimal software-pipelining method for instruction-level parallel processors based on scaled retiming

机译:基于缩放重定时的指令级并行处理器的最佳软件流水线方法

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Software pipelining is an instruction-level loop scheduling method for achieving high performance fine-grain parallelism on VLIW (very long instruction word) processors. This paper presents a novel software pipelining method for non-pipelining parallel processors based on integer scaling and retiming transformations. This approach generalises and simplifies the analogous extended retiming model of T.W. O'Neil et al. (see Proc. ISCA 12th Int. Conf. Parallel & Distributed Computing Syst., p.292-7, 1999; Proc. of ICASSP'99 Conf., vol.4 p.2001-4, 1999). Matrix techniques are used in order to simplify the corresponding graph transformations. Some general properties taken from algebraic graph theory are applied in order to obtain general scheduling techniques: node and cycle methods. The two-phase scheduling method considered is first defined by means of two standard linear programming problems. We transform the corresponding problems into some variants of the maximum cost-to-time ratio problem and shortest path problem, in order to obtain efficient polynomial time algorithms. An example of software pipelining optimization of a digital correlator is also given.
机译:软件流水线是一种指令级循环调度方法,用于在VLIW(超长指令字)处理器上实现高性能的细粒度并行性。本文提出了一种基于整数缩放和重定时变换的非流水线并行处理器软件流水线方法。这种方法概括并简化了T.W.的类似扩展重定时模型。 O'Neil等。 (请参阅ISCA Proc,第12届国际并行与分布式计算系统会议,第292-7页,1999年; ICASSP'99 Conf。,第4卷,第2001-4页,1999年)。为了简化相应的图形转换,使用了矩阵技术。应用了从代数图论中获得的一些一般属性,以便获得一般的调度技术:节点和循环方法。首先通过两个标准线性规划问题定义所考虑的两阶段调度方法。为了获得有效的多项式时间算法,我们将相应的问题转换为最大成本时间比率问题和最短路径问题的一些变体。还给出了数字相关器的软件流水线优化的示例。

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