利用互补属性划分和策略探索加速并行验证

Rohit Dureja, J. Baumgartner, Robert Kanzelman, Mark Williams, Kristin Yvonne Rozier
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引用次数: 2

摘要

工业硬件验证任务通常需要检查测试台中大量的属性。验证工具通常在其解决编排中利用并行性来提高可伸缩性,无论是在不同求解器策略并发运行的组合模式中,还是在独立验证不相交属性子集的分区模式中。虽然大多数工具只关注于减少端到端运行时间,但减少总体cpu时间是一个相当重要的目标,它会影响功耗、对可用机器的竞争和IT成本。投资组合方法通常会降级为跨过程的高度冗余的工作,其中类似的策略以几乎相同的顺序处理属性。分区应该考虑属性亲和性,自动验证高亲和性属性,以最小化对具有几乎相同逻辑锥体的单个属性应用相同策略的冗余工作。本文从墙时间和cpu时间两个方面改进了多属性并行验证。我们扩展了基于亲和力的分区,以保证可用进程的完全利用,并具有可证明的分区质量。提出了最小化冗余计算和动态优化工作分配的方法。我们将我们的技术部署在一个顺序冗余删除框架中,使用本地化来解决非归纳性质。我们的技术提供了中值2.4倍的加速,产生18.1%的属性解决方案,正如广泛的实验所证明的那样。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Accelerating Parallel Verification via Complementary Property Partitioning and Strategy Exploration
Industrial hardware verification tasks often require checking a large number of properties within a testbench. Verification tools often utilize parallelism in their solving orchestration to improve scalability, either in portfolio mode where different solver strategies run concurrently, or in partitioning mode where disjoint property subsets are verified independently. While most tools focus solely upon reducing end-to-end walltime, reducing overall CPU-time is a comparably-important goal influencing power consumption, competition for available machines, and IT costs. Portfolio approaches often degrade into highly-redundant work across processes, where similar strategies address properties in nearly-identical order. Partitioning should take property affinity into account, atomically verifying high-affinity properties to minimize redundant work of applying identical strategies on individual properties with nearly-identical logic cones. In this paper, we improve multi-property parallel verification with respect to both wall- and CPU-time. We extend affinity-based partitioning to guarantee complete utilization of available processes, with provable partition quality. We propose methods to minimize redundant computation, and dynamically optimize work distribution. We deploy our techniques in a sequential redundancy removal framework, using localization to solve non-inductive properties. Our techniques offer a median 2.4× speedup yielding 18.1% more property solves, as demonstrated by extensive experiments.
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