2012
DOI: 10.1002/wics.1198
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Linear regression

Abstract: Linear regression plays a fundamental role in statistical modeling. This article provides a step-by-step coverage of linear models in the order of model specification, model estimation, statistical inference, variable selection, model diagnosis, and prediction. Computation issues in linear regression and intimately relevant extensions of linear models are also discussed.

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Cited by 286 publications
(124 citation statements)
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References 100 publications
(56 reference statements)
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“…This experiment is intended to carry out a comparison between three time-series algorithms used to forecast the filllevel for all containers. The algorithms used in this comparison are: Linear Regression (Su et al, 2012), Gaussian processes (Mackay, 1998) and Support Vector Machine for regression (SMOreg) (Rivas-Perea, 2013). We briefly describe the techniques on which the algorithms are based:…”
Section: Experiments 1: Comparison Of Time Series Algorithmsmentioning
confidence: 99%
“…This experiment is intended to carry out a comparison between three time-series algorithms used to forecast the filllevel for all containers. The algorithms used in this comparison are: Linear Regression (Su et al, 2012), Gaussian processes (Mackay, 1998) and Support Vector Machine for regression (SMOreg) (Rivas-Perea, 2013). We briefly describe the techniques on which the algorithms are based:…”
Section: Experiments 1: Comparison Of Time Series Algorithmsmentioning
confidence: 99%
“…Model form was expressed as in eqn.2 (see below -Peng & Lu 2012, Su et al 2012. The autocorrelation was addressed using three residual autocorrelation structures: a first-order autoregressive structure [AR (1) …”
Section: Model Buildingmentioning
confidence: 99%
“…Or in other words we can say that examines the changes occurred in estimates for ̂ when some cases are deleted. This is the basic idea in influence analysis as introduced by Cook [3].…”
Section: Cook's Distancementioning
confidence: 99%
“…The diagonal is the standardized measure of the distance of the i th observation from the centre (or centroid) of the X-space [6]. Generally ⁄ with an average value ̅̅̅ ( ) ⁄ ( ) ⁄ and the data points with ( ) may be regarded as outliers in X-space [3]. Larger the value of , smaller is the ( ).…”
Section: Hat Matrix Diagonals As a Measure Of Influencementioning
confidence: 99%