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Experiences of parallel processing with direct cover algorithms for multiple-valued logic minimization

机译:使用直接覆盖算法进行并行处理以实现多值逻辑最小化的经验

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The implementation of the direct cover algorithm, a heuristic, on a real parallel computer system, Intel iPSC/2, is reported. A CAD tool, HAMLET, that is based on direct cover algorithms has been ported to iPSC/2. Parallel neighborhood decoupling (PND), a parallel version of ND that runs faster than ND, is used, as well as another parallel implementation of ND, multibranch ND (Multi-ND), which allows each processor to search one path of the search tree until the number of processors is exhausted. Searching in multiple branches guarantees a higher probability of reaching an exact solution. In addition, Multi-ND uses less communication than PND, since once a process is assigned a task it will remain isolated from the host until there is a need to report its solution. The results show that Multi-ND outperforms PND in both optimality and speed.
机译:据报道,在真正的并行计算机系统Intel iPSC / 2上实现了直接覆盖算法的启发式实现。基于直接覆盖算法的CAD工具HAMLET已移植到iPSC / 2。使用并行邻居解耦(PND)(比ND运行更快的ND并行版本),以及ND的另一并行实现,即多分支ND(Multi-ND),它允许每个处理器搜索搜索树的一条路径。直到处理器数量用完为止。在多个分支中搜索可确保获得精确解决方案的可能性更高。此外,与PND相比,Multi-ND使用的通信更少,因为一旦为进程分配了任务,它将一直与主机隔离,直到需要报告其解决方案为止。结果表明,Multi-ND在最优性和速度上均优于PND。

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