从序列对到矩形剖分的映射

H. Murata, K. Fujiyoshi, Tomomi Watanabe, Y. Kajitani
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引用次数: 42

摘要

地板规划的一个基本问题是如何表现候选解决方案。最近提出了一种称为序列对的表示法。Seq-pair非常通用,可以表示面积最小的位置,而且效率很高,因为它不表示任何重叠的位置。但是,seq-pair不够表达,因为没有表示通道。本文给出了从序列对到矩形剖分的映射,用线段表示通道。因此,候选的模块和通道排列成功地表示了从序列对继承的通用性和效率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A mapping from sequence-pair to rectangular dissection
A fundamental issue in floorplanning is in how to represent candidate solutions. A representation called sequence-pair was recently proposed. Seq-pair is so general as to represent an area minimum placement, and also efficient because it does not represent any overlapping placement. However, seq-pair is not expressive enough since channels are not represented. The paper gives a mapping from seq-pair to rectangular dissection, which represents channels by line segments. Consequently, candidate arrangements of modules and channels are successfully represented with the generality and the efficiency inherited from the seq-pair.
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