• Methods We introduce the classical robust estimation to generalized additive models.

    方法经典稳健m估计方法引入广义可加模型

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  • To investigate the application of generalized additive models (GAM) to the study of asthma risk factors.

    探讨广义相加模型(GAM)哮喘危险因素研究中的应用

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  • Relationships between nutritional status and acute radiotoxicities were analyzed by generalized additive models.

    采用广义加性模型分析患者营养状况急性放射毒性的关系

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  • Conclusion it is necessary to carry out robust estimation to generalized additive models when there are outliers in data.

    结论群点存在广义可加模型进行稳健估计必要的。

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  • Additive models help tool builders commit to timelines and costs and thereby avoid unpleasant surprises and client conflicts.

    添加剂模型帮助用工具工作,建立者时间期限犯费用而且借此避免不愉快惊奇客户冲突。

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  • Objective in studying the effects of air pollution on human health we use generalized additive models and diagnose the outliers then try to diminish the effect of them.

    目的针对大气污染健康关系研究中拟合广义可加模型离群点进行诊断试图减小影响

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  • AIM: To explore the effect of concurvity of generalized additive models (GAMs) in the study of air pollution and human health and to diminish the influence of concurvity.

    目的:针对大气污染健康关系研究中拟合广义可加模型共曲线性现象进行研究试图减小影响

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  • The exponential models with additive noise describe a class of important nonlinear stochastic systems.

    鉴于含有加性噪声指数模型描述一类重要非线性随机系统。

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  • According to different channel models, CDMA systems can be divided into additive white gaussian noise (AWGN) channel and dispersive channel, time-variant and time-invariant channel.

    CD MA系统信道模型不同分为高斯噪声信道衰落信道、时变时不变信道。

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  • Results Different models (additive or multiplicative) in analyzing gene-environmental interaction yielded different results.

    结果基因环境交互作用的分析依赖于相加相乘模型的选择。

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  • Conventional printer characterisation models are generally based on the assumption that the densities of primary colours are additive. However, additivity failure frequently occurs in practice.

    传统的彩色打印系统特征化模型通常基于打印基色密度具有和性假设然而实际叠加特性缺失的现象经常出现

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  • Conventional printer characterisation models are generally based on the assumption that the densities of primary colours are additive. However, additivity failure frequently occurs in practice.

    传统的彩色打印系统特征化模型通常基于打印基色密度具有和性假设然而实际叠加特性缺失的现象经常出现

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