{“状态”:“确定”,“消息类型”:“工作”,“信息版本”:“1.0.0”,“邮件”:{“索引”:{“日期-部分”:[[2024,6,10]],“日期-时间”:“2024-06-10T14:33:47Z”,“时间戳”:1718030027088},“引用-计数”:148,“发布者”:“运筹学与管理科学研究所(INFORMS)”,“问题”:“6”,“内容-域”:{:“域”:[],“交叉标记-限制”:false},“short-container-title”:[“Operations Research”],“published-print”:{“date-parts”:[[2005,12]]},”抽象“:”本文讨论了一种数字电路优化方法,该方法将问题表示为几何程序(GP)或广义几何程序(GGP),可以将其转化为凸优化问题,然后非常有效地求解。我们从一个基本的门缩放问题开始,将延迟建模为一个简单的电阻电容(RC)时间常数,然后添加各种复杂度和建模精度,例如考虑不同的信号下降和上升时间,以及信号过渡时间的影响。然后,我们考虑更复杂的公式,如拐角稳健设计、多模设计、统计设计,以及阈值和电源电压也是待选择变量的问题。最后,我们再次使用与GP或GGP兼容的公式来研究门和互连线的详细设计<\/jats:p>“,”DOI“:”10.1287\/opere.1050.0254“,”type“:”journal-article“,”created“:{”date-parts“:[[2005,12,29]],”date-time“:”2005-12-29T20:58:35Z“,”timestamp“:1135889915000},”page“:“53”,“作者”:[{”given“:”Stephen P.“,”family“:”Boyd“,“sequence”:“first”,“affiliation”:[{“name”:“Stanford University,Stanford,California 94305-9510”}]},{“given”:“Seung-Jean”,“family斯坦福大学电气工程系,加利福尼亚州斯坦福94305-9510“}]},{“given”:“Dinesh 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