rosebud123 Posted March 4, 2018 Posted March 4, 2018 I have heard a few people claim casually that Harvard’s biostatistics PhD program is very “applied.” Could anyone elaborate what this might mean or whether this is in fact a general consensus about the program?
abstract_art Posted March 4, 2018 Posted March 4, 2018 When people talk about programs being applied/theoretical they're usually talking about one of two things: coursework/quals or the research being done by professors in the program. I'm guessing when most people say Harvard is more applied they're talking about the coursework/quals. Harvard is a lot lighter, in this regard, than other top biostat programs where measure theory/more theoretical coursework is required (e.g. UW, Hopkins, UNC). However, that doesn't mean there aren't professors there doing theoretical research (off the top of my head there are a few bayesians who do pretty theoretical work there), just like the programs with more theoretical coursework/quals have professors who do applied work. rosebud123 1
rosebud123 Posted March 4, 2018 Author Posted March 4, 2018 Is it fair to say that when people label certain work in (bio)statistics "theoretical," they mean it roughly as a euphemism for "involving advanced mathematics"? For instance, I feel like I see highly abstract work in, say, models of causal inference referred to as "applied" simply because the symbols on the page aren't terribly imposing
cyberwulf Posted March 5, 2018 Posted March 5, 2018 10 hours ago, rosebud123 said: Is it fair to say that when people label certain work in (bio)statistics "theoretical," they mean it roughly as a euphemism for "involving advanced mathematics"? For instance, I feel like I see highly abstract work in, say, models of causal inference referred to as "applied" simply because the symbols on the page aren't terribly imposing Yes. Of course, within each sub-area of biostatistics there is a range of mathematical sophistication. For example, within causal inference there is plenty of heavy mathematical lifting in the theory of semiparametric efficiency for doubly robust estimators. rosebud123 1
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