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An efficient reconfiguration algorithm for degradable VLSI/WSI arrays

机译:可降解VLSI / WSI阵列的高效重配置算法

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摘要

This paper considers the problem of reconfiguring two-dimensional degradable VLSI/WSI arrays under the constraint of row and column rerouting. The goal of the reconfiguration problem is to derive a fault-free subarray T from the defective host array such that the dimensions of T are larger than some specified minimum. This problem has been shown to be NP-complete under various switching and routing constraints. However, we show that a special case of the reconfiguration problem is optimally solvable in linear time. Using this result, a new fast and efficient reconfiguration algorithm is proposed. Empirical study shows that the new algorithm indeed produces good results in terms of the percentages of harvest and degradation of VLSI/WSI arrays.
机译:本文考虑在行和列重路由的约束下重新配置二维可降解VLSI / WSI阵列的问题。重新配置问题的目的是从有缺陷的主机阵列中得出无故障的子阵列T,以使T的尺寸大于某些指定的最小值。在各种交换和路由约束下,已经证明该问题是NP完全的。但是,我们显示出重新配置问题的一种特殊情况在线性时间内可以得到最佳解决。利用该结果,提出了一种新的快速有效的重配置算法。实证研究表明,就VLSI / WSI阵列的收获百分比和降级百分比而言,新算法确实产生了良好的结果。

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