Comparison of multivariate methods for measuring ...

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Comparison of multivariate methods for measuring change from pretest to posttest

Name:Personal
Rogers, Justin Leslie
Role :Text(marcrelator)
creator

Name:Personal
Mundfrom, Daniel
Role :Text(marcrelator)
thesis advisor

Name:Personal
Perrett, Jamis
Role :Text(marcrelator)
thesis advisor

Name:Personal
Schaffer, Jay
Role :Text(marcrelator)
thesis advisor

Name:Personal
Heiny, Robert
Role :Text
committee member

Name:Corporate
Applied Statistics & Research Methods
Role :Text(marcrelator)
sponsor

Name:Corporate
University of Northern Colorado
Role :Text(marcrelator)
degree grantor

typeOfResource
text
genre(marcgt)
Thesis
Origin Information Place :Text
Greeley (Colo.)

University of Northern Colorado
(keyDate="yes")
2011-05

2011-05


Language :Text
English

Physical Description
102 pages

born digital

abstract
Three multivariate methods for measuring change from pretest to posttest are compared with respect to statistical power over various levels and combinations of effect size, alpha level, sample size, number of dependent variables, number of significantly different dependent variables, correlation between corresponding pretest and posttest scores, and correlation between unrelated pretest and posttest scores. The method utilizing posttests as the dependent variables and pretests as covariates was found to have superior statistical power in the majority of the scenarios examined. However, there were scenarios where the method utilizing change scores as dependent variables and the method utilizing only posttests as the dependent variables displayed greater power. Using results from the Monte Carlo simulations, comparisons are presented that reveal the conditions under which each of the three multivariate methods displayed greater statistical power than the other two. In addition to the immediate implications of the current study, suggested future avenues of research that could expand upon the current findings are discussed.
note
Related Item :series

Related Item :thesis(displayLabel="Degree Type")
Ph.D.

Related Item :thesis(displayLabel="Degree Name")
doctoral

identifier:Local
Rogers_unco_0161D_10074.pdf
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http://hdl.handle.net/10176/cogru:1321

accessCondition:useAndReproduction
Copyright is held by the author.
Record Information languageOfCataloging :Text(ISO639-2B)
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
Monte Carlo Simulation

Subject
Statistical Power

Subject
Repeated Measures

Subject
Applied Mathematics

Subject
MANCOVA

Subject
MANOVA

Subject
Mathematics

Subject
Change Cores