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Date:         Fri, 17 Dec 1999 18:56:54 GMT
Reply-To:     machellew@MY-DEJA.COM
Sender:       "SAS(r) Discussion" <SAS-L@LISTSERV.UGA.EDU>
From:         machellew@MY-DEJA.COM
Organization: Deja.com - Before you buy.
Subject:      Re: analysis of 4 period cross-over design (placebo controlled,
              dose respose)

Dear Mr. Joshy:

It would seem to me that finding a way to save your trial given the difficulties you have encountered is more a problem in the domain of epidemiologic methodology. I would therefore recommend that you post this interesting question to EPIDEMIO-L: The Epidemiological Methods List Server

It is a list server for the discussion of methodological issues in the field of epidemiology. It also features current events, meetings, and job postings.

TO SUBSCRIBE TO EPIDEMIO-L Send an e-mail letter to:

LISTPROC@CC.MONTREAL.CA with the command:

----> SUBSCRIBE EPIDEMIO-L your name in the body of your e-mail letter

I look forward to seeing your post and the ensuing discussion on Epidemio_L. Good luck!

Machelle Wilchesky Division of Clinical Epidemiology Mcgill University Health Centre Royal Victoria Hospital Pavilion Montreal Quebec Canada In article <9779D242E943D311AF1E0090278CABD4037951@ntsg46.novo.dk>, "GJOS (Grace Joshy)" <GJOS@NOVO.DK> wrote: > Hello, > > I'm trying to analyse a 12 patient randomised placebo controlled > dose-response trial. The trial had 4 treatments administered on four test > days to each patient. It was intended to be latin-square design with 4 > different sequences, each repeated 3 times. The primary endpoint is log(auc) > of 4 hr blood glucose. > > But something went wrong in the randomisation procedure and the there are 12 > different sequences with no blocking in the trial now. > > ABDC > ADBC > ACDB > CABD > CBAD > CDAB > BDCA > BCDA > BCAD > DABC > DBAC > DBCA > > Any ideas for analysis that could save the trial? > > Is something like the SAS code below valid? > > proc mixed data=trial order=internal; > class subj_id dose ; > model lauc = dose/e; > repeated / type=cs sub=subj_id r ; > contrast 'Placebo vs Active' > dose > -3 1 1 1 ; > estimate 'Active vs. Placebo' dose -1 0.33 0.33 0.33/ cl; > lsmeans dose/e cov cl; > make 'lsmeans' out=ls_mod2; > run; > > Thanks & regds, > G.Joshy >

Sent via Deja.com http://www.deja.com/ Before you buy.


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