Thank you. It seems I still have to study more.
Hi there!
I wonder ed why scientists usually categorize age in survival analysis? For example, a 51-year-old patient is in the same category with a 60-year-old, but a 61-year old in a different category from the 60? (Supposing dividing the data in 10-years intervals). Why age is not considered continuous? A reference (textbook) will be appreciated as well.
1 answer
It will depend on the disease under study - many are age-related / confounded by age, including cancer.
Regarding the specifics of the difference between 60 and 61, it's simply a cut-off / threshold. One could just as easily make the same argument about p<0.05 and p<0.051
In other disease areas, 55 may be a single cut-off for age, as it is regarded as the age at which menopause commences, but this obviously differs from individual to individual.
Kevin
Not sure that you need to study more, as such... in certain diseases, there are just well established relationships between age and disease. This is therefore more related to medicine and epidemiology, as opposed to being about bioinformatics.
What German says is correct, too, i.e., that using strict cut-offs and creating categorical variables from continuous variables can result in lost power.
There are no standards in how to deal with this.
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The only reason may be if the function response(age) is complex and can not be easily modeled. Otherwise it is a "mistake" to categorize anything since it leads to the loss of power.
Ok, another reason - clinicians want to have a clear simple cut off, so before age x risk is low, after - high
This was my "feeling".
I also thought that if there is something mysterious leading statisticians/bioinformaticians to categorize data, one may use "sliding windows"
and then recheck the results.
If you want to know what statisticians think, you may read this thread https://stats.stackexchange.com/questions/16565/what-is-the-effect-of-dichotomising-variables . However, medical people think differently :)
Useful link. Thanks a lot
Hey, don't forget me A: Why quantitative design are preferred GWAS approach
;)
Thank you. Valuable information.