Results 121 to 130 of about 56,744 (172)
Validation of phenology models for Halyomorpha halys (Hemiptera: Pentatomidae) using field data from climatically different ecoregions. [PDF]
Ogburn EC +4 more
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Harmonization of IgG antibody values against the SARS-CoV-2 Spike protein. [PDF]
Saraiva AL +9 more
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Assessing Treatment Effects in Observational Data With Missing Confounders: A Comparative Study of Practical Doubly-Robust and Traditional Missing Data Methods. [PDF]
Williamson BD +15 more
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Seasonality, Moisture, and Host Community Structure of Haemaphysalis Ticks in a Subtropical Urban Mosaic in Hong Kong, China. [PDF]
Seymour M, Wong K.
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Generalized Linear Models (GLM)
2021Abstract Chapter 7 introduces one of the most useful statistical frameworks for the modern life scientist: the generalized linear model (GLM). GLMs extend the linear model to an array of non-normally distributed data such as Poisson, negative binomial, binomial, and Gamma distributed data. These models dramatically improve the breadth of
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GLM+: An Efficient System for Generalized Linear Models
2018 IEEE International Conference on Big Data and Smart Computing (BigComp), 2018Generalized linear models are widely used in data analysis and machine learning, especially in large-scale machine learning because of its simplicity and good performance. Generalized linear models include regression, like linear regression, lasso and classification, support vector machine and logistic regression.
Lele Yu +4 more
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Generalized Linear Models (GLMs)
2019Generalized Linear Models are widely known under their famous acronym GLMs. Today, GLMs are recognized as an industry standard for pricing personal lines and small commercial lines of insurance business. This chapter reviews the GLM methodology with a special emphasis to insurance problems.
Michel Denuit +2 more
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Using Generalized Linear Models (GLMs) to Model Errors in Motor Performance
Journal of Motor Behavior, 1991Because of differences in design factors, experiments in human motor performance sometimes produce a wide range in variability or consistency in a subject's individual errors. These differences in variation often lead to heterogeneity in the variance-covariance matrices between group factors, which prohibits the use of repeated-measures (RM) ANOVA or ...
A M, Nevill, J B, Copas
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