Sure, you could do some wild overfitting. But why? What substantive theoretical model would such a data model correspond to?
A more straightforward conclusion to draw would be that age is far from the only predictor of flexibility etc., but on the list nevertheless, and if you wanna rule out alternative explanations (or support them), you might have to go and do more observations that allow such arguments to be constructed.
I mean, that shape is mostly a cone (oop realize I said negative exponent not negative with an exponent but, yeah that plus some other stuff to actually shape it a bit better), just showing… as you get older it could either get worse (if you essentially stop using it) or better (if you continue to use it). But I mean that idea is certainly less provocative than what they’ve got.
Sure, you could do some wild overfitting. But why? What substantive theoretical model would such a data model correspond to?
A more straightforward conclusion to draw would be that age is far from the only predictor of flexibility etc., but on the list nevertheless, and if you wanna rule out alternative explanations (or support them), you might have to go and do more observations that allow such arguments to be constructed.
I mean, that shape is mostly a cone (oop realize I said negative exponent not negative with an exponent but, yeah that plus some other stuff to actually shape it a bit better), just showing… as you get older it could either get worse (if you essentially stop using it) or better (if you continue to use it). But I mean that idea is certainly less provocative than what they’ve got.