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single constant covariates, dfs, and frailties

To: s-news@lists.biostat.wustl.edu
Subject: single constant covariates, dfs, and frailties
From: slsbr <slsbr@cc.usu.edu>
Date: Fri, 3 Nov 2006 13:08:34 -0700
I?d appreciate any advice on coxph with a frailty component:

When I try to run the model with ?site? representing the level of shared
frailties, the model fails. When I specify dfs, per T&G (2000), the model
runs. For each site, there is one constant covariate. (The positive stable
frailty macro (EM algorithm) for SAS (Shu and Klein), runs fine but gives
different results than the S+ frailty with dfs specified.) Is the problem
measuring shared frailties with a single constant covariate? How is this
intra-site comparison made? Is bootstrapping the answer?

> names(subjects)
[1] "site"   "time"   "status" "dummy1"   "dummy2"   "dummy3"
> model <-coxph(Surv(time,status)~dummy1+dummy2+dummy3+frailty(site),subjects)
Warning messages:
1: Inner loop failed to coverge for iterations 2 3 6 7 in: coxpenal.fit(X, Y,
strats, offset, init = init, control, weights = weights, method = method,
row.names(m), pcols,
        pattr)
2: X matrix deemed to be singular; variable 3 in: coxph(Surv(time, status) ~
dummy1 + dummy2 + dummy3 + frailty(site), subjects)

> model2 <-coxph(Surv(time,status)~dummy1+dummy2+dummy3+frailty(site,
df=15),subjects)
> model2                 coef se(coef)   se2  Chisq DF      p
                  dummy1 0.158 0.146    0.122   1.17  1 0.2800
                  dummy2 0.335 0.144    0.120   5.40  1 0.0200
                  dummy3 0.461 0.146    0.121   9.90  1 0.0016
frailty(site, df = 15)                      142.96 15 0.0000

Iterations: 4 outer, 14 Newton-Raphson
     Variance of random effect= 0.0369   I-likelihood = -3369.1
Degrees of freedom for terms=  0.7  0.7  0.7 15.0
Likelihood ratio test=263  on 17.08 df, p=0  n= 720

> model3 <-coxph(Surv(time,status)~dummy1+dummy2+dummy3+frailty(site,
df=3),subjects)
> model3                coef se(coef)   se2 Chisq DF        p
                 dummy1 0.153 0.125    0.121  1.49 1  2.2e-001
                 dummy2 0.334 0.124    0.119  7.28 1  7.0e-003
                 dummy3 0.392 0.124    0.120  9.90 1  1.7e-003
frailty(site, df = 3)                      26.03 3  9.4e-006

Iterations: 3 outer, 8 Newton-Raphson
     Variance of random effect= 0.00601   I-likelihood = -3417.1
Degrees of freedom for terms= 0.9 0.9 0.9 3.0
Likelihood ratio test=63.6  on 5.79 df, p=6.39e-012  n= 720

Thanks,
Tarek


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