2D掩码压缩的自动慢跑插入:全局优化视角

J.-L. Martineau, G. Bois, E. Cerny
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引用次数: 1

摘要

提出了一种基于“分支定界”优化的二维符号布局压缩全局优化方法,包括自动过约束解析和字符插入。其主要特征是:在2D中有效生成一组几乎没有冗余的简单X和Y、对角线和用户约束;在X和Y约束图中同时进行正环检测和识别的增量事件驱动最长路径计算;基于两图LP信息的慢跑插入;当对角线约束被放松或插入一个慢跑时,基于图中的本地信息对约束进行增量更新。由于两个维度从全局角度同时处理,因此该方法显示出令人满意的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Automatic jog insertion for 2D mask compaction: a global optimization perspective
A novel approach is presented to global optimization in 2D symbolic layout compaction based on 'branch and bound' optimization, including automatic overconstraint resolution and jog insertion. The main characteristics are: an efficient generation in 2D of a nearly irredundant set of simple X and Y, diagonal and user constraints; incremental event-driven longest path calculation with positive cycle detection and identification simultaneously in the X and Y constraint graphs; jog insertion based on LP information from both graphs; and incremental update of constraints based on local information within the graphs whenever a diagonal constraint is relaxed or a jog is inserted. As both dimensions are processed concurrently from a global perspective, the method shows promising results.<>
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