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Parametric Yield Modeling Using Hidden Variable Logistic Regression

机译:使用隐藏变量Logistic回归的参数化收益率建模

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摘要

Yield modeling is a critical subject in the semiconductor industry and has undergone extensive research. We propose a parametric yield modeling method using a novel technique, namely a hidden variable logistic (HVL) regression. Working with process data, HVL regression can be used to provide an accurate target value and specification limits, which are primary concerns in semiconductor manufacturing, for a particular process variable in a manufacturing step. When defining a success as a status that the semiconductor functions correctly, we can simultaneously estimate the probability of success for the particular process variable and that of success for the process variables other than the particular variable using HVL regression. The proposed parametric yield modeling is used effectively to identify the critical process variables and deal with missing observations. We demonstrate that HVL regression outperforms logistic regression in terms of integrated mean-squared error (IMSE) through Monte Carlo simulation-based investigations.
机译:成品率建模是半导体行业中的关键课题,并且已经进行了广泛的研究。我们提出了一种使用新技术的参数化收益建模方法,即隐藏变量逻辑(HVL)回归。通过处理过程数据,可以使用HVL回归来为制造步骤中的特定过程变量提供准确的目标值和规格限制,这是半导体制造中的主要问题。当将成功定义为半导体正确运行的状态时,我们可以使用HVL回归同时估算特定过程变量的成功概率和特定变量以外的过程变量的成功概率。所提出的参数产量模型可有效地用于识别关键过程变量并处理缺失的观测值。通过基于蒙特卡洛模拟的研究,我们证明了HVL回归在综合均方误差(IMSE)方面优于Logistic回归。

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