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Gate Sizing Using Incremental Parameterized Statistical Timing Analysis

机译：使用增量参数化统计时序分析确定门的大小

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M. R. Guthaus; N. Venkateswaran; C. Visweswariah; V. Zolotov;
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年度 2005
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1. Path Criticality Computation in Parameterized Statistical Timing Analysis Using a Novel Operator [J] . Chung J., Xiong J., Zolotov V., Computer-Aided Design of Integrated Circuits and Systems, IEEE Transactions on . 2012,第4期

机译：使用新型算子的参数化统计时序分析中的路径临界计算
2. A General Framework to Perform the MAX/MIN Operations in Parameterized Statistical Timing Analysis Using Information Theoretic Concepts [J] . Rubanov N. Computer-Aided Design of Integrated Circuits and Systems, IEEE Transactions on . 2011,第7期

机译：使用信息论概念在参数化统计时序分析中执行MAX / MIN运算的通用框架
3. Adaptive Stochastic Collocation Method For Parameterized Statistical Timing Analysis With Quadratic Delay Model [J] . Yi WANG, Xuan ZENG, Jun TAO, IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences . 2008,第12期

机译：二次延迟模型的参数化统计时序分析的自适应随机配置方法
4. Gate Sizing Using Incremental Parameterized Statistical Timing Analysis [C] . M. R. Guthaus, N. Venkateswaran, C. Visweswariah, IEEE/ACM International Conference on Computer-Aided Design . 2005

机译：使用增量参数化统计定时分析的栅极尺寸
5. Efficient and accurate statistical timing analysis for non-linear non-Gaussian variability with incremental attributes. [D] . Dobhal, Ashish. 2006

机译：具有增量属性的非线性非高斯变异性的高效且准确的统计时序分析。
6. Opposing Timing Constraints Severely Limit the Use of Pupillometry to Investigate Visual Statistical Learning [O] . Felicia Zhang, Lauren L. Emberson 1993

机译：反对时间约束严重限制了使用up法来研究视觉统计学习
7. 1Parameterized Block-Based Non-Gaussian Statistical Gate Timing Analysis [O] . Soroush Abbaspour, Hanif Fatemi, Massoud Pedram 2014

机译：1参数化基于块的非高斯统计门时序分析
8. Nonlinear, Incremental Structural Analysis of McAlpine Lock Replacement forChamber, Miter Gate, and Culvert Valve Monoliths [R] . Fehl, B. D., Riveros, G. A., Garner, S. 1997

机译：用于室，斜切门和涵洞阀门整体的mcalpine锁更换的非线性，增量结构分析

Gate Sizing Using Incremental Parameterized Statistical Timing Analysis

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