[R] survival probability estimate method
Peter Jepsen
PJ at DCE.AU.DK
Thu Aug 4 22:09:40 CEST 2011
Dear John
I am not aware of an R package that does this, but I believe that Patrick Royston's -stpm- function for Stata does. Here's two references found in http://www.stata-journal.com/sjpdf.html?articlenum=st0001_2:
Royston, P. 2001. Flexible parametric alternatives to the Cox model. Stata Journal 1(1): 1-28.
Royston, P. and M. K. B. Parmar. 2002. Flexible parametric-hazards and proportional odds models for censored survival data, with application to prognostic modelling and estimation of treatment effects. Statistics in Medicine 21: 2175-2197.
Best regards,
Peter.
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Fra: r-help-bounces at r-project.org [mailto:r-help-bounces at r-project.org] På vegne af array chip
Sendt: 4. august 2011 20:45
Til: r-help
Emne: [R] survival probability estimate method
Hi, I was reading a paper published in JCO "Prediction of risk of distant recurrence using 21-gene recurrence score in node-negative and node-positive postmenopausal patients with breast cancer treated with anastrozole or tamoxifen: a TransATAC study" (ICO 2010 28: 1829). The author uses a method to estimate the 9-year risk of distant recurrence as a function of continuous recurrence score (RS). The method is special as author states:
"To define the continuous relation between RS, as a linear covariate, and 9-year risk of distant recurrence, the logarithm of the baseline cumulative hazard function was fitted by constrained cubic splines with 3 df. These models tend to be more robust for prediction of survival probabilities and corresponding confidence limits at late follow-up time as a result of the modeling of the baseline cumulative hazard function by natural cubic splines (in contrast to using the crude hazard function itself)."
Does R provide a package/function to do this particular method for estimating survival probability as a function of a continuous variable? Is the survest.cph() in rms package doing estimation with just the crude hazard function?
Thanks very much!
John
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