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AI 根据所提供的论文材料归类:摘要聚焦公共卫生计数的稳健拟合与异常检测,未明确对应所列经济计量细分。

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用于疾病暴发检测的广义可加模型异常值稳健拟合

研究问题
疾病暴发产生的异常计数可能拉高模型预测并掩盖自身,如何使广义可加模型抵抗这种影响,从而识别病例骤增?
方法与思路
作者在反向拟合算法中,以稳健准似然方程导出的权重替换广义局部评分中的最大似然权重,建立稳健拟合方法。
材料陈述的贡献
摘要称,该方法抵抗响应异常值,在无异常时接近通常拟合,并在美国就诊计数与加拿大分离株请求计数中更清楚地识别骤增。
阅读关注点
应核对稳健权重、平滑参数与算法收敛,检查异常判定标准、误报表现,以及不同计数分布下方法的适用条件。
阅读边界
仅据版本未注明的索引摘要;检测阈值、误报率和比较数值未说明,不能由案例确认普遍检测优势或推断刊本变化。

原文摘要

We are interested in a class of unsupervised methods to detect possible disease outbreaks, that is, rapid increases in the number of cases of a particular disease that deviate from the pattern observed in the past. The motivating application for this article deals with detecting outbreaks using generalized additive models (GAMs) to model weekly counts of certain infectious diseases. We can use the distance between the predicted and observed counts for a specific week to determine whether an important departure has occurred. Unfortunately, this approach may not work as desired because GAMs can be very sensitive to the presence of a small proportion of observations that deviate from the assumed model. Thus, the outbreak may affect the predicted values causing these to be close to the atypical counts, and thus mask the outliers by having them appear not to be too extreme or atypical. We illustrate this phenomenon with influenza-like-illness doctor-visits data from the United States for the 2006–2008 flu seasons. One way to avoid this masking problem is to derive an algorithm to fit GAM models that can resist the effect of a small number of atypical observations. In this article we discuss such an outlier-robust fit for GAMs based on the backfitting algorithm. The basic idea is to replace the maximum likelihood based weights used in the generalized local scoring algorithm with those derived from robust quasi-likelihood equations (Cantoni and Ronchetti 2001b). These robust estimators for generalized linear models work well for the Poisson family of distributions, and also for binomial distributions with relatively large numbers of trials. We show that the resulting estimated mean function is resistant to the presence of outliers in the response variable and that it also remains close to the usual GAM estimator when the data do not contain atypical observations. We illustrate the use of this approach on the detection of the recent outbreak of H1N1 flu by looking at the weekly counts of influenza-like-illness (ILI) doctor visits, as reported through the U.S. Outpatient Influenza-like Illness Surveillance Network (ILINet), and also apply our method to the numbers of requested isolates in Canada. Weeks with a sudden increase in ILI visits or requested isolates are much more clearly identified as atypical by the robust fit because the observed counts are far from the ones predicted by the fitted GAM model.

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