Log-Linear Models And Logistic Regression

Description: Please refer to the section BELOW (and NOT ABOVE) this line for the product details - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - Title:Log-Linear Models And Logistic RegressionISBN13:9781475771138ISBN10:1475771134Author:Christensen, Ronald (Author)Description:As The New Title Indicates, This Second Edition Of Log-Linear Models Has Been Modi?Ed To Place Greater Emphasis On Logistic Regression In Addition To New Material, The Book Has Been Radically Rearranged The Fundamental Material Is Contained In Chapters 1-4 Intermediate Topics Are Presented In Chapters 5 Through 8 Generalized Linear Models Are Presented In Ch- Ter 9 The Matrix Approach To Log-Linear Models And Logistic Regression Is Presented In Chapters 10-12, With Chapters 10 And 11 At The Applied Ph D Level And Chapter 12 Doing Theory At The Ph D Level The Largest Single Addition To The Book Is Chapter 13 On Bayesian Bi- Mial Regression This Chapter Includes Not Only Logistic Regression But Also Probit And Complementary Log-Log Regression With The Simplicity Of The Bayesian Approach And The Ability To Do (Almost) Exact Small Sample S- Tistical Inference, I Personally ?Nd It Hard To Justify Doing Traditional Large Sample Inferences (Another Possibility Is To Do Exact Conditional Inference, But That Is Another Story ) Naturally, Ihavecleaneduptheminor?Awsinthetextthatihavefound All Examples, Theorems, Proofs, Lemmas, Etc Are Numbered Consecutively Within Each Section With No Distinctions Between Them, Thus Example 2 3 1 Willcomebeforeproposition2 3 2 Exercisesthatdonotappearinasection At The End Have A Separate Numbering Scheme Within The Section In Which It Appears, An Equation Is Numbered With A Single Value, E G , Equation (1) Binding:Paperback, PaperbackPublisher:SPRINGER NATUREPublication Date:2013-03-08Weight:1.55 lbsDimensions:1.02'' H x 9.21'' L x 6.14'' WNumber of Pages:484Language:English

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End Time: 2024-11-25T11:18:18.000Z

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