Modifying min-cut for hardware and software functional partitioning

F. Vahid
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引用次数: 43

Abstract

The Kernighan/Lin heuristic, also known as min-cut, has been extended very successfully for circuit partitioning over several decades. Those extensions customized the heuristic and its associated data structure to rapidly compute the minimum-cut metric required during circuit partitioning thus, those extensions are not applicable to problems requiring other metrics. The author extends the heuristic for functional partitioning in a manner applicable to the codesign problem of hardware/software partitioning as well as to hardware/hardware partitioning. The extension customizes the heuristic and data structure to rapidly compute execution-time and communication metrics, crucial to hardware and software partitioning, and leads to near-linear time-complexity and excellent results. The experiments demonstrate extremely fast execution times (just a few seconds) with results matched only by the much slower simulated annealing heuristic, meaning that the extended Kernighan/Lin heuristic will likely prove hard to beat for hardware and software functional partitioning.
修改硬件和软件功能分区的最小切割
Kernighan/Lin启发式,也被称为最小切割,在几十年来已经非常成功地扩展到电路划分。这些扩展自定义了启发式及其相关的数据结构,以快速计算电路划分期间所需的最小切割度量,因此,这些扩展不适用于需要其他度量的问题。作者将功能分区的启发式扩展到硬件/软件分区和硬件/硬件分区的协同设计问题。扩展自定义启发式和数据结构,以快速计算执行时间和通信度量,这对硬件和软件分区至关重要,并导致近似线性的时间复杂度和出色的结果。实验证明了极快的执行时间(仅几秒钟),其结果只能与慢得多的模拟退火启发式相匹配,这意味着扩展的Kernighan/Lin启发式在硬件和软件功能分区方面可能很难被击败。
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