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Accurate Computation of Longest Sensitizable Paths using Answer Set Programming

机译:使用答案集编程准确计算最长可敏感的路径

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Precise knowledge of the longest sensitizable paths in a circuit is crucial for various tasks in computer-aided design, including timing analysis, performance optimization, delay testing, and speed binning. As delays in today's nanoscale technologies are increasingly affected by statistical parameter variations, there is significant interest in obtaining sets of paths that are within a length range. We present an ASP-based method for computing well-defined sets of sensitizable paths within a length range. Unlike previous approaches, the method is accurate and does not rely on a priori relaxations. Experimental results demonstrate the applicability and scalability of our method.
机译:对电路中最长的可敏化路径的精确知识对于计算机辅助设计中的各种任务至关重要,包括定时分析,性能优化,延迟测试和速度排放。随着当今纳米级技术的延迟越来越受到统计参数变化的影响,在获得长度范围内的路径集时,存在显着兴趣。我们提出了一种基于ASP的方法,用于计算长度范围内的定义明确的可感性路径集。与以前的方法不同,该方法是准确的,并且不依赖于先验的放松。实验结果表明了我们方法的适用性和可扩展性。

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