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Generalized Additive Models R.J. Tibshirani, T.J. Hastie
Publisher: Chapman and Hall/CRC

18.3 Generalized additive models. May 2, 2012 - I've been fitting some time series data using a Poisson general additive model using SAS's PROC GAM . Aug 6, 2013 - Generalized Additive Models (Chapman & Hall/CRC Monographs on Statistics & Applied Probability) book download T.J. Generalized Additive Models book download. Generalized linear models (GLMs) extend linear regression to models with a non-Gaussian, or even discrete, response. Jun 16, 2009 - Generalized additive models are an established tool to model correlations for nonlinear covariates without too much hazzle with the form of the assosiation between predictor and response. 8.5 Classification and regression trees 166. 9 Vegetation change in time 185. Jan 1, 2011 - The relationships have been quantified after controlling for long-term trends, seasonality, weekly emissions, spatial variation, and temporal persistence using the framework of a generalized additive modelling (GAM). Feb 2, 2014 - Generalized Additive Model (GAM) and Linear Models · 2 Feb · http://www.youtube.com/watch?v=nXDYapfalt4 Tags: GAM, generalized additive model, non-linear. 8.7 Modelling vegetation types 171. Apr 21, 2013 - Sunday, 21 April 2013 at 04:55. Comments Leave a Comment; Categories Generalized Additive Model. Oct 17, 2012 - In addition, the text covers S software for particular kinds of statistical models, including linear models, nonlinear models, generalized linear models, local-polynomial regression models, and generalized additive models. Feb 13, 2011 - Take as an example general additive models (“Generalized Additive Models,” Trevor J Hastie, Robert Tibshirani, Statistical Science (1986) vol. Feb 16, 2010 - Spatial Analysis of Learning and Developmental Disorders in Upper Cape Cod, Massachusetts Using Generalized Additive Models. International Journal of Health Geographics, 9:7 12 February 2010. 8.8 Expected wetland vegetation (example) 176. Mar 31, 2014 - Yoshida and Naito [21] and Yoshida and Naito [22] have studied the asymptotics for penalized splines in additive regression models and generalized additive models, respectively. May 15, 2013 - 8.4 Generalized additive models 164. Mar 28, 2012 - Generalized linear models (GLMs) may be extended by programming one.