重构问题的快速搜索算法

R. Libeskind-Hadas, C.L. Liu
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引用次数: 21

摘要

为了提高VLSI芯片的产量,已经提出了许多重构策略。在大多数情况下,相关的重新配置问题是np完全的。因此,当解存在时,通常使用穷举搜索算法来找到解。在本文中,我们提出了容许集的概念,并展示了如何使用容许集来显著减少许多穷举搜索算法在重构问题中的运行时间。作为一个例子,作者发现了一类被称为超k临界集的可容许集,可用于设计冗余随机存取存储器重构问题的快速搜索算法。他们还考虑了使用共享备件重新配置rram和重新配置冗余可编程逻辑阵列(rpla)的应用问题。实验结果表明,这种方法是非常有效的。
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Fast search algorithms for reconfiguration problems
A number of reconfiguration strategies have been proposed for increasing the yield of VLSI chips. In most cases the associated reconfiguration problems are NP-complete. Therefore, exhaustive search algorithms are generally used in order to find a solution when one exists. In this paper we present the notion of admissible sets and show how such sets can be used to significantly reduce the running time of many exhaustive search algorithms for reconfiguration problems. As an example, the authors find a class of admissible sets called excess-k critical sets that can be used in the design of fast search algorithms for the problem of reconfiguring redundant random access memories (RRAMs). They also consider applications to the problems of reconfiguring RRAMs with shared spares and reconfiguring redundant programmable logic arrays (RPLAs). Experimental results indicate that this approach is very powerful.<>
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