The near non-identifiability of one of the parameters in the Generalized
Time-Dependent Logistic (GTDL) Survival Model (MacKenzie, 1996, 1997)
is discussed. A new canonical 3-parameter logistic model survival model,
in which all of the parameters are identifiable, is obtained. A direct connection
with Fisher’s Z distribution is established. The properties of this
non-PH model are contrasted briefly with Cox’s PH model. The new model
is used to investigate survival from lung cancer in a population study.
History
Publication
Proceedings of the 17th International Workshop on Statistical Modelling;