Hi yongjook,
The statement in question contains a negative sufficient condition, whereby the
absence of an event or an occurrence is the sufficient condition that triggers the conditional relationship:
NOT I R
NOT R I
So, whenever one of these two is
not interviewed, the other one
must be interviewed. It's impossible, therefore, to interview no one: either I or R must be interviewed. This fact alone does not preclude the possibility of both being interviewed: in logic, the correlative conjunction "either/or" is inclusive unless indicated otherwise (e.g. "either/or, but not both"). In this case, there is nothing stopping both I and R from being interviewed at the same time, as we don't know what must be true if either one of them
is interviewed (to conclude otherwise would be a MR/MN of the original rule):
I ?
R ?
There are several other ways to convey the same type of relationship. Take a look:
Either I or R must be interviewed.
At least one of I or R must be interviewed.
At most one of I or R cannot be interviewed.
To answer your other question, your representation of this rule is correct, albeit it's a bit too complicated for my taste:
NOT I NOT R
Literally, this means, "If I is not interviewed, it cannot be true that R is not interviewed" (and vice versa). Personally, I just wouldn't use the Double-Not arrow to represent this relationship, as you end up with way too many negations that are difficult to keep track.
Hope this helps!