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Re: st: Left truncation in survival: how to use stset origin and enter
From |
Steven Samuels <[email protected]> |
To |
[email protected] |
Subject |
Re: st: Left truncation in survival: how to use stset origin and enter |
Date |
Sun, 13 May 2007 15:27:09 -0400 |
Sacrificial Line-ignore.
On May 11, 2007, at 10:59 AM, Svend Juul wrote:
..
I don't think this should be considered a case of delayed
entry: The prognostic value of the lab examination applies
to the time after the examination, and the date of diagnosis
is hardly relevant in that context. So you could:
generate risktime = enddate - examdate
stset risktime , failure(...)
I disagree with Svend. In the comparative trials that I have
studied, the date of an examination would rarely, by itself, be a
natural zero for the start-time. The exceptions that I can think of
are: 1) The exam is triggered by an objective external event, such as
the first occurrence of certain symptoms; in essence there is a new
disease stage. 2) The exam determines eligibility for a new treatment
or clinical trial.
Otherwise, the exam is unrelated to the course of the disease and so
the exam date is not a natural start time. Consider--what if there
had been more than one examination? Which should be chosen?
The exam provides information on time-dependent covariates,
specifically, "internal time-dependent covariates" (Kalbfleisch and
Prentice, 1978, The Statistical Analysis of Failure Time Data). These
are often correlates of disease progression, for example CD4 counts
in patients with HIV. They can have great prognostic value, which is
what Diego seeks to ascertain.
This seems to leave date of diagnosis as the origin. However, without
more information, I cannot tell what -stset- commands are needed. I
need to know: Are the study patients part of a larger group, some of
whom died prior to the exam or who did not receive the exam for other
reasons? Does Diego know the dates of diagnosis for the patients
without exam?
I would also want to know more about the disease and how it was
diagnosed. Was it discovered: by screening asymptomatic patients?
2) during investigation of an unrelated illness? 3) because of
symptoms directly or indirectly caused by the disease?
Disease diagnosed in asymptomatic patients is obviously at a very
different stage than that diagnosed because of symptoms.
Steven
Diego wrote:
I have a question regarding the use of origin and enter
option when stsetting data for a survival analysis with
left truncation (delayed entry).
I have the diagnosis date and the exam date for all my
patients. The exam date can be also few years after the
diagnosis date.
Obviously the diagnosis date is the date patients start
to be at risk (end-point: death) but the aim of the
study is to look at the prognostic value of the lab
examination we do on our study population, and the follow-
up in that case is only 3 years (where the follow-up
from the diagnosis time is 7-8 years).
How should I stset my data to take into account the
diagnosis date but to look at the prognostic value of
the exam date ?
------------------------------------------------------------
I don't think this should be considered a case of delayed
entry: The prognostic value of the lab examination applies
to the time after the examination, and the date of diagnosis
is hardly relevant in that context. So you could:
generate risktime = enddate - examdate
stset risktime , failure(...)
Hope this helps
Svend
________________________________________________________
Svend Juul
Institut for Folkesundhed, Afdeling for Epidemiologi
(Institute of Public Health, Department of Epidemiology)
Vennelyst Boulevard 6
DK-8000 Aarhus C, Denmark
Phone, work: +45 8942 6090
Phone, home: +45 8693 7796
Fax: +45 8613 1580
E-mail: [email protected]
_________________________________________________________
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