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Probabilistic standard cell modeling considering non-Gaussian parameters and correlations

机译:考虑非高斯参数和相关性的概率标准单元格建模

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Variability continues to pose challenges to integrated circuit design. With statistical static timing analysis and high-yield estimation methods, solutions to particular problems exist, but they do not allow a common view on performance variability including potentially correlated and non-Gaussian parameter distributions. In this paper, we present a probabilistic approach for variability modeling as an alternative: model parameters are treated as multi-dimensional random variables. Such a fully mul-tivariate statistical description formally accounts for correlations and non-Gaussian random components. Statistical characterization and model application are introduced for standard cells and gate-level digital circuits. Example analyses of circuitry in a 28 nm industrial technology illustrate the capabilities of our modeling approach.
机译:可变性继续对集成电路设计提出挑战。通过统计静态时序分析和高收益估计方法,可以解决特定问题,但是它们并不能就性能可变性(包括潜在相关和非高斯参数分布)达成共识。在本文中,我们提出了一种用于概率建模的概率方法作为替代方法:将模型参数视为多维随机变量。这种完全多变量的统计描述正式说明了相关性和非高斯随机成分。针对标准单元和门级数字电路引入了统计表征和模型应用。 28 nm工业技术中的电路示例分析说明了我们建模方法的功能。

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