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QA276.SPR FCT 97856 Partial Least Squares Path Modeling | QA276.SPR FCT 97858 Analysing inequalities in germany | QA276.SPR FCT 97859 Bayesian statistics in action | QA276.SPR FCT 97862 Linear regression | QA276.SPR FCT 97867 Frontiers of biostatistical methods and applications in clinical oncology | QA276.SPR FCT 97901 Introductory statistics for business and economics | QA276.SPR FCT 97926 Monte - carlo simulation - based statistical modeling |
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This text covers both multiple linear regression and some experimental design models. The text uses the response plot to visualize the model and to detect outliers, does not assume that the error distribution has a known parametric distribution, develops prediction intervals that work when the error distribution is unknown, suggests bootstrap hypothesis tests that may be useful for inference after variable selection, and develops prediction regions and large sample theory for the multivariate linear regression model that has m response variables. A relationship between multivariate prediction regions and confidence regions provides a simple way to bootstrap confidence regions. These confidence regions often provide a practical method for testing hypotheses. There is also a chapter on generalized linear models and generalized additive models. There are many R functions to produce response and residual plots, to simulate prediction intervals and hypothesis tests, to detect outliers, and to choose response transformations for multiple linear regression or experimental design models. This text is for graduates and undergraduates with a strong mathematical background. The prerequisites for this text are linear algebra and a calculus based course in statistics. .
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