What is the clearest way to state that a 95% CI has a lower bound of A and an upper bound of B.
Most commonly, I see:
$95\%\textrm{CI}=[A,B]$
But this seems to imply that the CI is a vector of length two. If I were speaking very precisely, I would say that the 95%CI ranges from A to B.
Perhaps there is a more precise notation, for example:
$95\%\textrm{CI}\in[A,B]$
?