Abstract
A young age at diagnosis of cancer is often seen as an indicator of the aggressiveness
of the tumor. However, empirical studies have shown conflicting results on the association
between age at diagnosis and survival. There are two choices of time scale for a Cox
regression model: time since diagnosis, and age. The regression analysis of relative
survival rates is an alternative to the Cox model. Using breast cancer data from a
population-based cancer registry, we illustrate the features of Cox models using the
two time scales and compare them with the relative survival approach. Using a Cox
model with time since diagnosis as the time scale, a younger age at diagnosis is associated
with a lower mortality; using age as the time scale gives the opposite result. The
relative survival approach agrees with the Cox model with age as the time scale. We
maintain that a careful clarification of research purpose and a careful choice of
methods are necessary.
Keywords
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Article info
Publication history
Accepted:
September 2,
2002
Received in revised form:
April 30,
2002
Received:
January 14,
2002
Identification
Copyright
© 2003 Elsevier Science Inc. Published by Elsevier Inc. All rights reserved.