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Hi All, I've constructed a binary regressional model (interactions included) and regretfully found 2 significant (p<0.05) interactions among my predictors. Question is... How to deal with these interactions??, I mean, should I leave them in my model???, should I leave them in my model and included them in my results??, is it bad to have them in my model???. I know how to interpret them, my question is really some technical stuff. Thanks in advance.-- |
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On 9/16/2010 8:03 AM, Gerónimo Maldonado wrote:
> I've constructed a binary regressional model (interactions included) and > regretfully found 2 significant (p<0.05) interactions among my > predictors. Question is... How to deal with these interactions??, I > mean, should I leave them in my model???, should I leave them in my > model and included them in my results??, is it bad to have them in my > model???. I know how to interpret them, my question is really some > technical stuff. What did you write in your protocol. If your protocol is vague on this point, then you can do whatever you please. But if the protocol spelled out a certain approach, then you need to follow that approach or report the alternative approach in your paper as a protocol deviation. Even if you have latitude to do what you want, you still may be at a loss as to what to do. An interaction in many situations is effectively the same as finding a different effect in a subgroup. So you may want to look at some of the literature on subgroup analysis. In particular, you need to think about the scientific plausibility of the findings. It's plausible to believe that men have a different response to some medications than women if the medication is sensitive to various hormones. But it is not plausible to believe that left-handed patients have a different response to most medications that right-handed patients. You also did not specify how you fit the model. Did you use a stepwise approach or something similar where you compared multiple models with different variables and added/removed variables based on their p-values? In this case, the interaction might be spurious. Stepwise approaches tend to inflate p-values, and this is especially true when there are a large number of models being considered, as is the case with interactions. There are far more potential interactions than there are potential main effects. Also, look at the type of interaction you have. Is it a quantitative interaction (the effect of A is present for one level of B and absent or the opposite direction for another level of B)? Is it a qualitative interaction (the effect of A is in the same direction for all levels of B, but for some levels it is somewhat stronger and for other levels it is somewhat weaker). Ignoring a qualitative interaction is less serious than ignoring a quantitative interaction. If the goal of the model is prediction rather than inference about individual predictors, AND if you have lots of data, put in every interaction and compare its predictive power to a model that has no interactions (don't look at anything in between). Hold out a portion of your sample from the model fitting and see how the predictions work on the hold-out portion compared to the portion that was used to fit the data. If the predictions are great for the interactions model in the portion used in estimation, but lousy in the portion held back, that is very good evidence that the interactions are spurious. I had a weird interaction in one of my studies and I reported it, but with a rather skeptical tone. It did not re-occur in a replicated study, so if I were doing it now, I would not report it at all. For future studies, if interactions are troublesome, don't look for them, especially not with stepwise approaches. There's nothing wrong with saying that you will limit your attention to a certain class of models if previous work in the area only considered models in that same class. One such class of models is models with no interactions. Only look for interactions if there is a scientific reason to believe that they may be out there. If you do look for interactions when there is no a priori reason to believe they exist, make sure you bill by the hour and not by the project. -- Steve Simon, Standard Disclaimer Sign up for The Monthly Mean, the newsletter that dares to call itself "average" at www.pmean.com/news ===================== To manage your subscription to SPSSX-L, send a message to [hidden email] (not to SPSSX-L), with no body text except the command. To leave the list, send the command SIGNOFF SPSSX-L For a list of commands to manage subscriptions, send the command INFO REFCARD |
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In reply to this post by Gerónimo Maldonado
"...regretfully found 2 significant (p<0.05) interactions among my predictors"
Why would you regret finding interactions? Did someone tell you that doing so is wrong or rude?
Interactions are potentially so much more wonderful and exciting than main effects! You should be celebrating, not hiding your head in shame.
The way you deal with interactions is to interpret them.
Steve Simon has already give you some general advice on how to do so, so I won't repeat it--I'll simply encourage you to start trying to interpret those potentially exciting interactions.
Michael
**************************************************** Michael Granaas [hidden email] Assoc. Prof. Phone: 605 677 5295 Dept. of Psychology FAX: 605 677 3195 University of South Dakota 414 E. Clark St. Vermillion, SD 57069 ***************************************************** From: SPSSX(r) Discussion [[hidden email]] On Behalf Of Gerónimo Maldonado [[hidden email]] Sent: Thursday, September 16, 2010 8:03 AM To: [hidden email] Subject: Pesky Statistical Interactions Hi All, I've constructed a binary regressional model (interactions included) and regretfully found 2 significant (p<0.05) interactions among my predictors. Question is... How to deal with these interactions??, I mean, should I leave them in my model???, should I leave them in my model and included them in my results??, is it bad to have them in my model???. I know how to interpret them, my question is really some technical stuff. Thanks in advance.-- |
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in fact one may argue there is nothing but interactions in this world. Don't we want to start the answer to almost any question with "Well, it depends..."?
Bozena Zdaniuk ----- Original Message ----- From: "Michael Granaas" <[hidden email]> To: [hidden email] Sent: Thursday, September 16, 2010 6:43:26 AM GMT -08:00 US/Canada Pacific Subject: Re: Pesky Statistical Interactions "...regretfully found 2 significant (p<0.05) interactions among my predictors"
Why would you regret finding interactions? Did someone tell you that doing so is wrong or rude?
Interactions are potentially so much more wonderful and exciting than main effects! You should be celebrating, not hiding your head in shame.
The way you deal with interactions is to interpret them.
Steve Simon has already give you some general advice on how to do so, so I won't repeat it--I'll simply encourage you to start trying to interpret those potentially exciting interactions.
Michael
**************************************************** Michael Granaas [hidden email] Assoc. Prof. Phone: 605 677 5295 Dept. of Psychology FAX: 605 677 3195 University of South Dakota 414 E. Clark St. Vermillion, SD 57069 ***************************************************** From: SPSSX(r) Discussion [[hidden email]] On Behalf Of Gerónimo Maldonado [[hidden email]] Sent: Thursday, September 16, 2010 8:03 AM To: [hidden email] Subject: Pesky Statistical Interactions Hi All, I've constructed a binary regressional model (interactions included) and regretfully found 2 significant (p<0.05) interactions among my predictors. Question is... How to deal with these interactions??, I mean, should I leave them in my model???, should I leave them in my model and included them in my results??, is it bad to have them in my model???. I know how to interpret them, my question is really some technical stuff. Thanks in advance.-- |
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In reply to this post by Gerónimo Maldonado
Hi,
I suggest you let theory guide you. If you don´t, you are bound to come across interactions that may mean nothing. At least a theory predicting what kind of interactions you could expect helps to distinguish the nonsensical interactions from the theoretically interesting ones. Maurice 2010/9/16 Gerónimo Maldonado <[hidden email]>: > > Hi All, > > I've constructed a binary regressional model (interactions included) and > regretfully found 2 significant (p<0.05) interactions among my predictors. > Question is... How to deal with these interactions??, I mean, should I leave > them in my model???, should I leave them in my model and included them in my > results??, is it bad to have them in my model???. I know how to interpret > them, my question is really some technical stuff. > > Thanks in advance. > -- > > -- ___________________________________________________________________ Maurice Vergeer Department of communication Radboud University� (www.ru.nl) PO Box 9104 NL-6500 HE Nijmegen The Netherlands Visiting Professor Yeungnam University, Gyeongsan, South Korea contact: E: [hidden email] T: +31 24 3612297 (direct)/ 3612372 (secretary) / maurice.vergeer (skype) personal webpage: www.mauricevergeer.nl blog:� http://blog.mauricevergeer.nl/ Journalism: www.journalisteninhetdigitaletijdperk.nl CENMEP New Media and European Parliament Elections 2009 http://mauricevergeer.ruhosting.nl/cenmep Recent publications: - Vergeer, M. & Pelzer, B. (2009). Consequences of media and Internet use for offline and online network capital and well-being. A causal model approach. Journal of Computer-Mediated Communication, 15, 189-210. -Vergeer, M., Coenders, M. & Scheepers, P. (2009). Time spent on television in European countries. In R.P. Konig, P.W.M. Nelissen, & F.J.M. Huysmans (Eds.), Meaningful media: Communication Research on the Social Construction of Reality (54-73). Nijmegen, The Netherlands: Tandem Felix. - Hermans, L., Vergeer, M., &� d’Haenens, L. (2009). Internet in the daily life of journalists. Explaining the use of the Internet through work-related characteristics and professional opinions. Journal of Computer-Mediated Communication, 15, 138-157. ___________________________________________________________________ ===================== To manage your subscription to SPSSX-L, send a message to [hidden email] (not to SPSSX-L), with no body text except the command. To leave the list, send the command SIGNOFF SPSSX-L For a list of commands to manage subscriptions, send the command INFO REFCARD |
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I tend to use interactions sparingly. I work in the biomedical field and have found the following interactions often helpful in predicting outcomes.
--Treatment and severity of disease being treated --Age and risk factors --Age and type of disease --Race and disease --Study center and treatment --Quality and quantity of symptom Scott ~~~~~~~~~~~ Scott R Millis, PhD, ABPP, CStat, CSci Professor & Director of Research Dept of Physical Medicine & Rehabilitation Dept of Emergency Medicine Wayne State University School of Medicine 261 Mack Blvd Detroit, MI 48201 Email: [hidden email] Email: [hidden email] Tel: 313-993-8085 Fax: 313-966-7682 ===================== To manage your subscription to SPSSX-L, send a message to [hidden email] (not to SPSSX-L), with no body text except the command. To leave the list, send the command SIGNOFF SPSSX-L For a list of commands to manage subscriptions, send the command INFO REFCARD |
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