Dear all,
Suppoe you have the following model:
1) Exogenous formative construct A
2) Exogenous reflective construct B
3) Reflective Moderator M
4) Endogenous reflective construct D
Suppose I want to model the interaction effect between A and M on D. Now since one of the two main effects is formative, I understand I need to use the 2-step approach where in the 1st step the latent variable scores are obtained and then used in the 2nd step as indicators in the structural model. Now my question is: in order to model the interaction effect and report its significance and effect size (f2), do we do the 2-step approach with construct B in the model or not? In other words, construct B is not part of the main effects or interaction term, but it is another variable which happens to be in the overall nomological network.
Thanks in advance!
Interaction for constructs embedded in nomological network
- Hengkov
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Hi Shamel,
Yes.
For effect size construct B you calculate with formula: R2 Inc-R2 Exc : 1-R2 Inc.
For effect size interaction: R2 with moderator-R2 without moderator : 1-R2 moderator.
Note: Evaluation outer model construct before save LV score.
Test Two-Stage Approach with construct B => simultan.
Regards,
Hengky
Yes.
For effect size construct B you calculate with formula: R2 Inc-R2 Exc : 1-R2 Inc.
For effect size interaction: R2 with moderator-R2 without moderator : 1-R2 moderator.
Note: Evaluation outer model construct before save LV score.
Test Two-Stage Approach with construct B => simultan.
Regards,
Hengky
-
- PLS Junior User
- Posts: 4
- Joined: Tue Jul 12, 2011 8:10 pm
- Real name and title:
Hi Shamel,
I recommend you read this post, viewtopic.php?t=180&start=0&postdays=0& ... ardization
Basically, there is no fixed answer to this, Prof Ringle and Dr Stefan Behrens discuss this in detail in the post.
Good luck
I recommend you read this post, viewtopic.php?t=180&start=0&postdays=0& ... ardization
Basically, there is no fixed answer to this, Prof Ringle and Dr Stefan Behrens discuss this in detail in the post.
Good luck
Laila