If I consider the functions head, length, elem & sum, each is of them is strict, as:
head/length/elem x/sum _|_ are always _|_.

However:
head (x:_|_) is never _|_.
length [_|_, _|_, _|_ ...] is also never _|_.
elem x [4,5,6,8,2,90,_|_,_|_ ...] is only sometimes _|_ (depending on x value).
In fact, only
sum [4,5,6,8,2,90,_|_,_|_ ...] is always _|_.

Which shows they don't have the same level of strictness.

So can you say things like "all these functions are strict, but some are more than other", or "sum is deeply strict" ...?
What terms can you use to compare those functions?