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Meta-Algorithms for Scheduling a Chain of Coarse-Grained Tasks on an Array of Reconfigurable FPGAs

机译:用于在可重配置FPGA阵列上调度粗粒度任务链的元算法

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This paper considers the problem of scheduling a chain ofncoarse-grained tasks ona linear array ofkreconfigurable FPGAs with the objective of primarily minimizingreconfiguration time. A high-level meta-algorithm along with two detailed meta-algorithms(GPRM and SPRM) that support a wide range of problem formulations and cost functionsis presented. GPRM, the more general of the two schemes, reduces the problem tocomputing a shortest path in a DAG; SPRM, the less general scheme, employs dynamicprogramming. Both meta algorithms are linear innand compute optimal solutions. GPRM can be exponential inkbut is nevertheless practical becausekis typically a smallconstant. The deterministic quality of this meta algorithm and the guarantee of optimalsolutions for all of the formulations discussed make this approach a powerful alternativeto other metatechniques such as simulated annealing and genetic algorithms.
机译:本文考虑了在可重新配置的FPGA线性阵列上调度一系列粗粒度任务的问题,其目的是最大程度地缩短重新配置时间。提出了高级元算法以及两个详细的元算法(GPRM和SPRM),它们支持各种问题的表述和成本函数。两种方案中比较通用的GPRM减少了在DAG中计算最短路径的问题。 SPRM是一种不太通用的方案,它采用动态编程。两种元算法都是线性的,并且可以计算最优解。 GPRM可以是指数墨水,但是仍然实用,因为它通常很小。这种元算法的确定性质量以及所讨论的所有公式的最优解的保证,使得该方法成为其他元技术(如模拟退火和遗传算法)的有力替代方法。

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