Joint model of a longitudinal process and ...
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Joint model of a longitudinal process and informative time schedule data
Joint model of a longitudinal process and informative time schedule data
Name:Personal
Bronsert, Michael Role :Text(marcrelator)
creator
Bronsert, Michael Role :Text(marcrelator)
creator
Name:Personal
Shafie, Khalil Role :Text(marcrelator)
thesis advisor
Shafie, Khalil Role :Text(marcrelator)
thesis advisor
Name:Personal
Mundfrom, Daniel Role :Text
committee member
Mundfrom, Daniel Role :Text
committee member
Name:Personal
Schaffer, Jay Role :Text
committee member
Schaffer, Jay Role :Text
committee member
Name:Personal
Heiny, Robert Role :Text
committee member
Heiny, Robert Role :Text
committee member
Name:Corporate
Applied Statistics & Research Methods Role :Text(marcrelator)
sponsor
Applied Statistics & Research Methods Role :Text(marcrelator)
sponsor
Name:Corporate
University of Northern Colorado Role :Text(marcrelator)
degree grantor
University of Northern Colorado Role :Text(marcrelator)
degree grantor
typeOfResource
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Thesis
Origin Information
Place
University of Northern Colorado (keyDate="yes")
2009-12 Place :Text
Greeley (Colo.)
2009-12
University of Northern Colorado (keyDate="yes")
2009-12 Place :Text
Greeley (Colo.)
2009-12
Language
:Text
English
English
Physical Description
144 pages
born digital
144 pages
born digital
abstract
Longitudinal studies are commonly encountered in a variety of research areas in which the scientific interest is in the pattern of change in a response variable over time. These observations are traditionally scheduled prospectively and therefore common fixed time interval models for repeated measurements are adequate. Conversely, in informative schedule studies in which subsequent observations are scheduled on the basis of prior response outcomes, time between observations now becomes informative in the longitudinal process. Traditional fixed time approaches, however, are unable to utilize the informative nature of the data lessening the inferences achieved by these approaches. Therefore, the purpose of this research was the development of a joint model of a longitudinal process and informative time schedule data. Maximum likelihood estimates (MLE) for two special cases of the proposed model were obtained from Monte Carlo simulated data by employing the Multivariate Newton-Raphson optimization routine implemented in a SAS/IML call statements. Parameter estimates were determined for a few select cases of subject and observation length and included parameter estimates for rectangular and nonrectangular observation matrices. Finally, estimates obtained from PROC MIXED and from the proposed model were compared for accuracy and efficiency by examining their bias, variance, mean square error (MSE), and relative efficiency. note
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:series
Related Item
:thesis(displayLabel="Degree Type")
Ph.D.
Ph.D.
Related Item
:thesis(displayLabel="Degree Name")
doctoral
doctoral
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Bronsert_unco_0161N_10023.pdf
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http://hdl.handle.net/10176/cogru:268
http://hdl.handle.net/10176/cogru:268
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Record Information
languageOfCataloging
:Text(ISO639-2B)
English :Code(ISO639-2B)
eng
English :Code(ISO639-2B)
eng
note:admin
note:bibliography
note:thesis(displayLabel="Degree Type")
PhD note:thesis(displayLabel="Degree Name")
doctoral
Subject
Subject
Subject
Name:Personal
Subject
Name:Corporate
Subject
accessCondition:restrictionOnAccess
Title Information:Alternative
Subject
Gaussian
Gaussian
Subject
Statistics
Statistics
