• Simultaneous inference in regression
  • [NT 42944] Record Type: [NT 8598] Electronic resources : [NT 40817] monographic
    [NT 47261] Author: LiuWei, 1964 April 15-
    [NT 47351] Place of Publication: Boca Raton
    [NT 47263] Published: CRC Press;
    [NT 47352] Year of Publication: c2011
    [NT 47264] Description: 1 online resource (xxi, 268 p.)ill :
    [NT 47298] Series: Monographs on statistics and applied probability
    [NT 47266] Subject: Regression analysis -
    [NT 47266] Subject: Confidence intervals -
    [NT 47266] Subject: Electronic books -
    [NT 51458] Online resource: http://www.crcnetbase.com/isbn/978-1-4398-2809-0
    [NT 47265] Notes: Description based on print version record
    [NT 51398] Summary: The use of simultaneous confidence bands in linear regression is a vibrant area of research. This book presents an overview of the methodology and applications, including necessary background material on linear models. A special chapter on logistic regression gives readers a glimpse into how these methods can be used for generalized linear models. The appendices provide computational tools for simulating confidence bands. The author also includes MATLAB[registered] programs for all examples on the web. With many numerical examples and software implementation, this text serves the needs of rese
    [NT 50961] ISBN: 9781439828106electronic bk.
    [NT 50961] ISBN: 1439828105electronic bk.
    [NT 50961] ISBN: hbk.
    [NT 50961] ISBN: hbk.
    [NT 60779] Content Note: Front cover; Dedication; Preface; Contents; List of Figures; List of Tables; Chapter 1: Introduction to Linear Regression Analysis; Chapter 2: Confidence Bands for One Simple Regression Model; Chapter 3: Confidence Bands for One Multiple Regression Model; Chapter 4: Assessing Part of a Regression Model; Chapter 5: Comparison of Two Regression Models; Chapter 6: Comparison of More Than Two Regression Models; Chapter 8: Confidence Bands for Logistic Regression; Appendices; A: Approximation of the percentile of a random variable; B Computation of projection; C Computation of projection
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