SIP
Confidence intervals in generalized regression models. With CD-ROM. Regression models are used to predict one variable from one or more other variables. Their goal is to create a model such that the predicted and observed values of the outcome variable are as similar as possible. This book presents well-known regression models (linear and non-linear models, binomial and logistic models, Poisson and multinomial models and other generalized regression models). The book follows two directions: profile likelihood-based confidence intervals and generalized regression models. It is intended for senior undergraduate and graduate students (generalized regression models) and for applied statisticians too (confidence intervals). Besides the textbook, a DVD with a restricted Mathematica version and the author’s own Statistical Inference Package (SIP) is also included. As the author explains, one of the aims of this book is to introduce a unified representation of different regression models, under the name generalized (parametric) regression models (GRM). Logically, the second aim of the book is to use a unified approach for statistical inference from statistical evidence consisting of data and its statistical models, under the name of likelihood-based approach. To conclude, the text and the corresponding software focus on producing statistical inference for data modeled by GRMs.
Keywords for this software
References in zbMATH (referenced in 4 articles , 1 standard article )
Showing results 1 to 4 of 4.
Sorted by year (- Paul, Sudhir; Alam, Khurshid: Testing equality of two negative binomial means in presence of unequal over-dispersion parameters: a Behrens-Fisher problem analog (2015)
- Saha, Krishna K.; Bilisoly, Roger; Dziuda, Darius M.: Hybrid-based confidence intervals for the ratio of two treatment means in the over-dispersed Poisson data (2014)
- Withers, Christopher S.; Nadarajah, Saralees: Improved confidence regions based on Edgeworth expansions (2012)
- Uusipaikka, Esa: Confidence intervals in generalized regression models. With CD-ROM (2009)