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PLS FAC-SEM: an illustrated step-by-step guideline to obtain a unique insight in factorial data

Journal Contribution - Journal Article

Purpose - The purpose of this paper is to provide an illustrated step-by-step guideline of the partial least squares factorial structural equation modeling (PLS FAC-SEM) approach. This approach allows researchers to assess whether and how model relationships vary as a function of an underlying factorial design, both in terms of the design factors in isolation (i.e. main effects) as well as their joint impact (i.e. interaction effects). Design/methodology/approach - After an introduction of its building blocks as well as a comparison with related methods (i.e. n-way analysis of variance (ANOVA) and multi-group analysis (MGA)), a step-by-step guideline of the PLS FAC-SEM approach is presented. Each of the steps involved in the PLS FAC-SEM approach is illustrated using data from a customer value study. Findings - On a methodological level, the key result of this research is the presentation of a generally applicable step-by-step guideline of the PLS FAC-SEM approach. On a context-specific level, the findings demonstrate how the predictive ability of several key customer value measurement methods depends on the type of offering (feel-think), the level of customer involvement (low-high), and their interaction (feel-think offerings x low-high involvement). Originality/value - This is a first attempt to apply the factorial structural equation models (FAC- SEM) approach in a PLS-SEM context. Consistent with the general differences between PLS-SEM and covariance-based structural equation modeling (CB-SEM), the FAC-SEM approach, which was originally developed for CB-SEM, therefore becomes available for a larger amount of and different types of research situations.
Journal: INDUSTRIAL MANAGEMENT & DATA SYSTEMS
ISSN: 0263-5577
Issue: 9
Volume: 116
Pages: 1922 - 1945
Publication year:2016
Keywords:n-way ANOVA, PLS FAC-SEM, interaction effect, factorial design, main effect, multi-group analysis (MGA), Interaction effect, Factorial design, Main effect, Multi-group analysis (MGA)
BOF-keylabel:yes
IOF-keylabel:yes
BOF-publication weight:1
CSS-citation score:1
Authors from:Higher Education
Accessibility:Open