| To: | s-news@lists.biostat.wustl.edu |
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| Subject: | Re: lme for count data? |
| From: | "A&B Penner" <pennerab@gmail.com> |
| Date: | Thu, 1 Nov 2007 12:13:41 -0700 |
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| In-reply-to: | <61D7107976B46045BFCAA8BD301E8295439320@nc2kexch01.insightful.com> |
| References: | <E7D5AB4811D20B489622AABA9C5385911752B077@teal-exch.amgen.com> <61D7107976B46045BFCAA8BD301E8295439320@nc2kexch01.insightful.com> |
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Thank you to everyone who replied to my question: I will use the glme() function from the correlatedData library to perform a mixed-effects model on my count data. This brings up a new question. Is there a way to compare overall glme model fits when the models have different fixed-effect terms? For example, lme models estimated by maximum likelihood can be compared using a drop-in-deviance test performed by the anova function. Is there anything similar for glme models? Additionally, besides Venables and Ripley 2002 and the help file for the correlatedData library, are there other basic references for performing and interpreting generalized linear mixed models? Many thanks, A. Penner On 10/29/07, Michael O'Connell <moconnell@insightful.com> wrote:
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