Displaying 4 results from an estimated 4 matches for "gadda".
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2009 Nov 10
0
NEW release of FRAILTYPACK
...deau V, Michiels S, Liquet B, Pignon JP. Investigating trial and
treatment hete
rogeneity in an individual patient data meta-analysis of survival data
by means of the
penalized maximum likelihood approach. Statistics in Medicine 2008 ;27
:1894-1910.
[2] Rondeau V, Mathoulin-Pelissier S, Jacqmin-Gadda H, Brouste V,
Soubeyran P. Joint
frailty models for recurring events and death using maximum penalized
likelihood es-
timation : application on cancer events. Biostatistics 2007 ; 8(4),708-721.
[3] Rondeau V, Filleul L, Joly P. Nested frailty models using maximum
penalized likelihood estimation...
2008 Apr 07
0
Translating NLMIXED in nlme
Dear All,
reading an article by Rodolphe Thiebaut and Helene Jacqmin-Gadda ("Mixed
models for longitudinal
left-censored repeated measures") I have found this program in SAS
proc nlmixed data=TEST QTOL=1E-6;
parms sigsq1=0.44 ro=0.09 sigsq2=0.07 sigsqe=0.18 alpha=3.08 beta=0.43;
bounds $B!](B1< ro < 1, sigsq1 sigsq2 sigsqe >= 0;
pi=2*arsin(1);
mu=alpha...
2009 Nov 10
0
NEW release of FRAILTYPACK
...deau V, Michiels S, Liquet B, Pignon JP. Investigating trial and
treatment hete
rogeneity in an individual patient data meta-analysis of survival data
by means of the
penalized maximum likelihood approach. Statistics in Medicine 2008 ;27
:1894-1910.
[2] Rondeau V, Mathoulin-Pelissier S, Jacqmin-Gadda H, Brouste V,
Soubeyran P. Joint
frailty models for recurring events and death using maximum penalized
likelihood es-
timation : application on cancer events. Biostatistics 2007 ; 8(4),708-721.
[3] Rondeau V, Filleul L, Joly P. Nested frailty models using maximum
penalized likelihood estimation...
2008 May 12
4
Left censored responses in mixed effects models
Dear R Fellow-Travellers:
What is your recommended way of dealing with a left-censored response
(non-detects) in (linear Gaussian) mixed effects models?
Specifics: Response is a numeric positive measurement (of volume, actually);
but when it falls below some unknown and slightly random value (depending on
how the sample is prepared and measured), it cannot be measured and is
recorded as 0.